Title: | Functions and Data for the Book "Applied Nonparametric Statistical Methods", 5th Edition |
---|---|
Description: | Functions and data to accompany the 5th edition of the book "Applied Nonparametric Statistical Methods" (4th edition: Sprent & Smeeton, 2024, ISBN:158488701X), the revisions from the 4th edition including a move from describing the output from a miscellany of statistical software packages to using R. While the output from many of the functions can also be obtained using a range of other R functions, this package provides functions in a unified setting and give output using both p-values and confidence intervals, exemplifying the book's approach of treating p-values as a guide to statistical importance and not an end product in their own right. Please note that in creating the ANSM5 package we do not claim to have produced software which is necessarily the most computationally efficient nor the most comprehensive. |
Authors: | Neil Spencer [aut, cre, cph] |
Maintainer: | Neil Spencer <[email protected]> |
License: | GPL (>= 3) |
Version: | 1.1.1 |
Built: | 2025-01-31 05:24:29 UTC |
Source: | https://github.com/neilhspencer/ansm5 |
ansari.bradley()
performs the Ansari-Bradley test and is used in chapter 6 of "Applied Nonparametric Statistical Methods" (5th edition)
ansari.bradley( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 25, do.asymp = FALSE, do.exact = TRUE )
ansari.bradley( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 25, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector |
y |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.12 from "Applied Nonparametric Statistical Methods" (5th edition) ansari.bradley(ch6$typeA, ch6$typeB) # Exercise 6.16 from "Applied Nonparametric Statistical Methods" (5th edition) ansari.bradley(ch6$travel, ch6$politics)
# Example 6.12 from "Applied Nonparametric Statistical Methods" (5th edition) ansari.bradley(ch6$typeA, ch6$typeB) # Exercise 6.16 from "Applied Nonparametric Statistical Methods" (5th edition) ansari.bradley(ch6$travel, ch6$politics)
Data in Appendix 1 of "Applied Nonparametric Statistical Methods" (5th edition)
McAlpha (used in example 4.5)
McBeta (used in example 6.6)
McGamma (used in exercise 4.1, example 6.6)
McDelta (used in examples 10.4, 10.8, exercise 10.5)
app1
app1
app1
A list with 4 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
binom()
performs the Binomial test and calculates the Binomial confidence interval and is used in chapters 4, 5 and 13 of "Applied Nonparametric Statistical Methods" (5th edition)
binom( r, n, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1e+07, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
binom( r, n, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1e+07, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
r |
Number of successes |
n |
Number of trials |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.6 from "Applied Nonparametric Statistical Methods" (5th edition) binom(3, 20) # Exercise 5.8 from "Applied Nonparametric Statistical Methods" (5th edition) binom(24, 40, 0.5)
# Example 4.6 from "Applied Nonparametric Statistical Methods" (5th edition) binom(3, 20) # Exercise 5.8 from "Applied Nonparametric Statistical Methods" (5th edition) binom(24, 40, 0.5)
blomqvist()
calculates the Blomqvist coefficient and is used in chapter 10 of "Applied Nonparametric Statistical Methods" (5th edition)
blomqvist( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 1000, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.mc = FALSE )
blomqvist( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 1000, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.mc = FALSE )
x |
Numeric vector of same length as y |
y |
Numeric vector of same length as x |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 10.9 from "Applied Nonparametric Statistical Methods" (5th edition) blomqvist(ch10$q1, ch10$q2, alternative = "greater") # Exercise 10.7 from "Applied Nonparametric Statistical Methods" (5th edition) blomqvist(ch10$ERA, ch10$SSS)
# Example 10.9 from "Applied Nonparametric Statistical Methods" (5th edition) blomqvist(ch10$q1, ch10$q2, alternative = "greater") # Exercise 10.7 from "Applied Nonparametric Statistical Methods" (5th edition) blomqvist(ch10$ERA, ch10$SSS)
bowker()
performs the Bowker's extension of McNemar's test and is used in chapter 12 of "Applied Nonparametric Statistical Methods" (5th edition)
bowker(x, y = NULL, do.asymp = TRUE)
bowker(x, y = NULL, do.asymp = TRUE)
x |
Factor of same length as y, or two-dimensional square table |
y |
Factor of same length as x (or NULL if x is table) (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 12.12 from "Applied Nonparametric Statistical Methods" (5th edition) bowker(ch12$side.effect.new, ch12$side.effect.old) # Exercise 12.12 from "Applied Nonparametric Statistical Methods" (5th edition) bowker(ch12$first.response, ch12$second.response)
# Example 12.12 from "Applied Nonparametric Statistical Methods" (5th edition) bowker(ch12$side.effect.new, ch12$side.effect.old) # Exercise 12.12 from "Applied Nonparametric Statistical Methods" (5th edition) bowker(ch12$first.response, ch12$second.response)
breslow.day()
performs the Breslow and Day test and is used in chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
breslow.day(x, y, z, CI.width = 0.95, do.asymp = TRUE, do.CI = TRUE)
breslow.day(x, y, z, CI.width = 0.95, do.asymp = TRUE, do.CI = TRUE)
x |
Binary factor of same length as y, z |
y |
Binary factor of same length as x, z |
z |
Factor of same length as x, y |
CI.width |
Confidence interval width (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 13.3 from "Applied Nonparametric Statistical Methods" (5th edition) breslow.day(ch13$machine, ch13$output.status, ch13$material.source) # Exercise 13.7 from "Applied Nonparametric Statistical Methods" (5th edition) breslow.day(ch13$medicine, ch13$response, ch13$location)
# Example 13.3 from "Applied Nonparametric Statistical Methods" (5th edition) breslow.day(ch13$machine, ch13$output.status, ch13$material.source) # Exercise 13.7 from "Applied Nonparametric Statistical Methods" (5th edition) breslow.day(ch13$medicine, ch13$response, ch13$location)
bs()
creates a bootstrap confidence interval and is used in chapter 14 of "Applied Nonparametric Statistical Methods" (5th edition)
bs(x, y = NULL, CI.width = 0.95, nsims.bs = 10000, seed = NULL)
bs(x, y = NULL, CI.width = 0.95, nsims.bs = 10000, seed = NULL)
x |
Numeric vector |
y |
Numeric vector or NULL (defaults to |
CI.width |
Confidence interval width (defaults to |
nsims.bs |
Number of bootstrap samples to be taken (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
A list object object with the results from applying the function
# Example 14.5 from "Applied Nonparametric Statistical Methods" (5th edition) bs(ch14$example14.2, nsims.bs = 2000, CI.width = 0.95, seed = 1) bs(ch14$example14.2, nsims.bs = 2000, CI.width = 0.99, seed = 1)
# Example 14.5 from "Applied Nonparametric Statistical Methods" (5th edition) bs(ch14$example14.2, nsims.bs = 2000, CI.width = 0.95, seed = 1) bs(ch14$example14.2, nsims.bs = 2000, CI.width = 0.99, seed = 1)
Data used in Chapter 10 of "Applied Nonparametric Statistical Methods" (5th edition)
q1 (used in section 10.1.2, examples 10.2, 10.5, 10.9)
q2 (used in section 10.1.2, examples 10.2, 10.5, 10.9)
death.year (used in examples 10.4, 10.8)
diving.rank (used in example 10.10)
competitors (used in example 10.10)
judges (used in example 10.10)
dentistA (used in example 10.11)
dentistB (used in example 10.11)
questionnaire (used in example 10.12, exercise 10.13)
demonstration (used in example 10.12, exercise 10.13)
gender (used in exercise 10.13)
items (used in example 10.12)
ERA (used in exercises 10.1, 10.3, 10.6, 10.7)
ESMS (used in exercises 10.1, 10.3, 10.6)
SSS (used in exercise 10.7)
British (used in example 10.8, exercise 10.10)
American (used in example 10.8, exercise 10.10)
Canadian (used in example 10.9, exercise 10.10)
Australian (used in example 10.9, exercise 10.10)
design (used in exercise 10.10)
country (used in exercise 10.10)
marks (used in exercise 10.11)
script (used in exercise 10.11)
examiner (used in exercise 10.11)
observerA (used in exercise 10.12)
observerB (used in exercise 10.12)
ch10
ch10
ch10
A list with 26 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 11 of "Applied Nonparametric Statistical Methods" (5th edition)
parentlimit (used in examples 11.2, 11.3, 11.4, 11.6)
reportedtime (used in examples 11.2, 11.3, 11.4, 11.6)
age (used in example 11.5)
length (used in example 11.5)
parentlimit.2 (used in example 11.7)
reportedtime.2 (used in example 11.7)
days.stored (used in exercise 11.3)
rotten (used in exercise 11.3)
ERA (used in exercise 11.6)
ESMS (used in exercise 11.6)
depth (used in exercise 11.8)
ammonia (used in exercise 11.8)
food.weight.A (used in exercise 11.9)
weight.gain.A (used in exercise 11.9)
food.weight.B (used in exercise 11.9)
weight.gain.B (used in exercise 11.9)
SW.England (used in exercise 11.10)
N.Scotland (used in exercise 11.10)
ch11
ch11
ch11
A list with 18 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 12 of "Applied Nonparametric Statistical Methods" (5th edition)
feedback.freq (used in example 12.1)
PPI.person (used in example 12.1)
infection.site (used in examples 12.2, 12.3)
district (used in examples 12.2, 12.3)
drugYZ (used in example 12.4)
side.effect (used in example 12.4)
drugAB (used in example 12.5)
side.effect.level (used in example 12.5)
time.to.failure (used in example 12.6)
cause (used in example 12.6)
dose (used in examples 12.7, 12.8)
dose.side.effect (used in example 12.7, 12.8)
platelet.count (used in examples 12.9)
spleen.size (used in example 12.9)
last.digits (used in example 12.10)
accidents (used in example 12.11)
accidents.reduced (used in example 12.11)
side.effect.new (used in example 12.12)
side.effect.old (used in example 12.12)
bronchitis (used in exercise 12.1)
otitis.media (used in exercise 12.1)
welsh.language (used in exercise 12.2)
opportunities (used in exercise 12.2)
diagnosis (used in exercise 12.3)
position.played (used in exercise 12.3)
PPI.person.2 (used in exercise 12.4)
feedback.satisfaction (used in exercise 12.4)
win.opinion (used in exercise 12.5)
supporter (used in exercise 12.5)
diabetes.status (used in exercise 12.6)
ethnic.group (used in exercise 12.6)
horse.wins (used in exercise 12.7)
F1.wins (used in exercise 12.8)
strokes (used in exercise 12.9)
recurrent.visits (used in exercise 12.10)
holes (used in exercise 12.11)
first.response (used in exercise 12.12)
second.response (used in exercise 12.12)
ch12
ch12
ch12
A list with 38 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
physical.activity (used in examples 13.1, 13.2, exercise 13.2)
tv.viewing (used in examples 13.1, 13.2, exercise 13.2)
gender (used in examples 13.1, 13.2, exercise 13.2)
machine (used in example 13.3)
output.status (used in example 13.3)
material.source (used in example 13.3)
drug (used in example 13.4, section 13.2.5)
side.effects (used in example 13.4, section 13.2.5)
age.group (used in example 13.4, section 13.2.5)
dose (used in examples 13.7, 13.8)
dose.side.effect (used in examples 13.7, 13.8)
alcohol (used in example 13.9)
malformation (used in example 13.9)
frequency (used in example 13.10)
person (used in example 13.10)
medicine (used in exercise 13.7, section 13.3.1)
response (used in exercise 13.7, section 13.3.1)
location (used in exercise 13.7, section 13.3.1)
chemo.drug (used in example 13.12)
chemo.side.effect (used in example 13.12)
group (used in section 13.4)
promoted (used in section 13.4)
company (used in section 13.4)
breakfast.eaten (used in exercise 13.3)
VEL (used in exercise 13.3)
boys.girls (used in exercise 13.3)
cholesterol (used in exercise 13.4)
SBP (used in exercise 13.4)
schooling (used in exercise 13.5)
abortion.attitude (used in exercise 13.5)
PPI.ages (used in exercise 13.9)
PPI.people (used in exercise 13.9)
laid.off (used in exercises 13.10, 13.11)
employee.ages (used in exercise 13.10)
employee.ages.2 (used in exercise 13.11)
ch13
ch13
ch13
A list with 35 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 14 of "Applied Nonparametric Statistical Methods" (5th edition)
example14.2 (used in examples 14.2, 14.5)
X14.4 (used in exercise 14.4)
Y14.4 (used in exercise 14.4)
ch14
ch14
ch14
A list with 3 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 15 of "Applied Nonparametric Statistical Methods" (5th edition)
diet (used in section 15.3.5)
BMI (used in section 15.3.1)
wgt.VLCD (used in section 15.3.2)
wgt.norm (used in section 15.3.2)
opdiff (used in section 15.3.5)
optime.VLCD (used in sections 15.3.3, 15.3.6)
optime.norm (used in sections 15.3.3, 15.3.6)
los.VLCD (used in section 15.3.6)
los.norm (used in section 15.3.6)
optime (used in section 15.3.4)
los (used in section 15.3.4)
ch15
ch15
ch15
A list with 11 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 3 of "Applied Nonparametric Statistical Methods" (5th edition)
sampleI (used in examples 3.1, 3.2, 3.3, exercise 3.17)
sampleII (used in examples 3.1, 3.2, 3.3, exercise 3.17)
heartrates1 (used in examples 3.4, 3.11)
heartrates2 (used in examples 3.5, 3.6, 3.7)
withties (used in example 3.8)
tiedifrounded1 (used in example 3.8)
tiedifrounded2 (used in example 3.8)
ages (used in example 3.8, exercise 3.9)
sampleA (used in example 3.12)
sampleB (used in examples 3.12, 3.13)
sampleA2 (used in example 3.12)
sampleA3 (used in example 3.12)
heartrates2a (used in example 3.14)
heartrates2b (used in example 3.14)
sampleIa (used in exercise 3.1)
parkingtime (used in exercise 3.3)
Svals (used in exercise 3.4)
children (used in exercise 3.6)
fishlengths (used in exercises 3.7, 3.11)
sleeptime (used in exercise 3.10)
weightloss (used in exercise 3.12)
plants (used in exercise 3.13)
birthprops (used in exercise 3.14)
assembly (used in exercise 3.15)
weightchange (used in exercise 3.16)
ch3
ch3
ch3
A list with 25 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 4 of "Applied Nonparametric Statistical Methods" (5th edition)
breaks (used in example 4.2)
ages (used in example 4.4)
precipitation (used in example 4.13)
tosses1 (used in example 4.14)
tosses2 (used in example 4.14)
tosses3 (used in example 4.14)
births (used in example 4.15)
times.as.degrees (used in example 4.16)
dates.as.degrees (used in example 4.17)
waiting.time (used in exercise 4.2)
visiting.supporters (used in exercise 4.3)
days.waiting (used in exercise 4.8)
rainfall.by.latitude (used in exercise 4.9)
points (used in exercise 4.10)
rainfall.DRC (used in exercise 4.11)
piped.water.DRC (used in exercise 4.12)
accident.bearings (used in exercise 4.13)
board.angles (used in exercise 4.14)
arrow.angles (used in exercise 4.15)
football.results (used in exercise 4.17)
ch4
ch4
ch4
A list with 20 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 5 of "Applied Nonparametric Statistical Methods" (5th edition)
LVF (used in example 5.1, exercise 6.2)
RVF (used in example 5.1, exercise 6.2)
arithmetic (used in example 5.2)
bp (used in example 5.3)
bp.incorrect (used in example 5.3)
yr0910 (used in example 5.10)
yr1314 (used in example 5.10)
bp.diff (used in exercise 5.1)
LabI (used in exercise 5.2)
LabII (used in exercise 5.2)
parent (used in exercise 5.4)
online (used in exercise 5.5)
lectures (used in exercise 5.5)
additiveA (used in exercise 5.9)
additiveB (used in exercise 5.9)
round2 (used in exercise 5.10)
round3 (used in exercise 5.10)
pollA (used in exercise 5.11)
pollB (used in exercise 5.11)
kHz0.125 (used in exercise 5.12)
kHz0.25 (used in exercise 5.12)
ch5
ch5
ch5
A list with 21 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 6 of "Applied Nonparametric Statistical Methods" (5th edition)
groupA (used in examples 6.1, 6.2, 6.3, 6.10, 6.17)
groupB (used in examples 6.1, 6.2, 6.3, 6.10, 6.17)
groupA.sch2 (used in example 6.4)
groupB.sch2 (used in example 6.4)
groupA.sch2.grp (used in example 6.5)
groupB.sch2.grp (used in example 6.5)
males (used in examples 6.7, 6.8)
females (used in examples 6.7, 6.8)
sampleI (used in example 6.9)
sampleII (used in example 6.9)
typeA (used in examples 6.11, 6.12, 6.13, exercises 6.11, 6.12)
typeB (used in examples 6.11, 6.12, 6.13, exercises 6.11, 6.12)
groupI (used in example 6.14)
groupII (used in example 6.14)
groupI.trimmed (used in example 6.14)
groupI.amended (used in example 6.14)
salivaF (used in examples 6.15, 6.16)
salivaM (used in examples 6.15, 6.16)
sex (used in example 6.18)
temp.H (used in exercise 6.1)
temp.L (used in exercise 6.1)
DMF.M (used in exercise 6.3)
DMF.F (used in exercise 6.3)
weight.diabetic (used in exercise 6.4)
weight.normal (used in exercise 6.4)
cooling.time.standard (used in exercise 6.5)
cooling.time.cheap (used in exercise 6.5)
wait.1979 (used in exercise 6.6)
wait.1983 (used in exercise 6.6)
activity.boys (used in exercise 6.7)
activity.girls (used in exercise 6.7)
time.withoutLD (used in exercises 6.13, 6.14)
time.withLD (used in exercises 6.13, 6.14)
doseI (used in exercise 6.15)
doseII (used in exercise 6.15)
doseI.2 (used in exercise 6.15)
travel (used in exercise 6.16)
politics (used in exercise 6.16)
twins (used in exercise 6.17)
ch6
ch6
ch6
A list with 39 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 7 of "Applied Nonparametric Statistical Methods" (5th edition)
affordability (used in example 7.1, exercise 7.16)
regions (used in example 7.1, exercise 7.16)
age (used in example 7.2)
positions (used in example 7.2)
dementia.age (used in examples 7.3, 7.9)
features (used in examples 7.3, 7.9)
time (used in examples 7.4, 7.5)
surgeon (used in examples 7.4, 7.5)
pulse (used in example 7.6)
student (used in example 7.6)
time.period (used in example 7.6)
nodes (used in example 7.7)
treatment (used in example 7.7)
block (used in example 7.7)
outcome (used in example 7.8)
member (used in example 7.8)
climb (used in example 7.8)
procedure.time (used in example 7.10)
team.member (used in example 7.10)
sentences (used in exercise 7.2)
author (used in exercise 7.2)
head.width (used in exercise 7.4)
species (used in exercise 7.4)
braking.distance (used in exercise 7.5)
speed (used in exercise 7.5)
platelet.count (used in exercise 7.6)
spleen.size (used in exercise 7.6)
liver.weight (used in exercise 7.7)
dose (used in exercise 7.7)
house (used in exercise 7.7)
mark (used in exercise 7.8)
scheme (used in exercise 7.8)
candidate (used in exercise 7.8)
prem.contractions (used in exercise 7.9)
drug (used in exercise 7.9)
patient (used in exercise 7.9)
births (used in exercise 7.11)
week (used in exercise 7.11)
weekday (used in exercise 7.11)
names.recalled (used in exercise 7.12)
group (used in exercise 7.12)
medical.student (used in exercise 7.12)
soc.media.use (used in exercise 7.14)
participant (used in exercise 7.14)
day (used in exercise 7.14)
braking.distance.2 (used in exercise 7.15)
initial.speed (used in exercise 7.15)
ch7
ch7
ch7
A list with 47 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 8 of "Applied Nonparametric Statistical Methods" (5th edition)
plant.weight (used in example 8.2)
growth.hormone (used in examples 8.6, 8.7)
undersoil.heating (used in examples 8.6, 8.7)
plant.weight.2 (used in example 8.6)
plant.weight.3 (used in examples 8.4, 8.5)
plant.weight.4 (used in example 8.7)
sequence (used in example 8.9)
periodI (used in example 8.9)
periodII (used in example 8.9)
sentences (used in example 8.10)
authors (used in example 8.10)
prey.preference (used in example 8.11)
prey (used in example 8.11)
larva (used in example 8.11)
game.time (used in exercise 8.3)
experience (used in exercise 8.3)
game (used in exercise 8.3)
periodI.mistakes.AB (used in exercise 8.6)
periodII.mistakes.AB (used in exercise 8.6)
periodI.mistakes.BA (used in exercise 8.6)
periodII.mistakes.BA (used in exercise 8.6)
periodI.time.AB (used in exercise 8.7)
periodII.time.AB (used in exercise 8.7)
periodI.time.BA (used in exercise 8.7)
periodII.time.BA (used in exercise 8.7)
seizure.score (used in exercises 8.8, 8.9)
hospital (used in exercises 8.8, 8.9)
silver.content (used in exercise 8.10)
dynasty (used in exercise 8.10)
ch8
ch8
ch8
A list with 29 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
Data used in Chapter 9 of "Applied Nonparametric Statistical Methods" (5th edition)
symp.survtime (used in examples 9.1, 9.3)
symp.censor (used in examples 9.1, 9.3)
asymp.survtime (used in examples 9.1, 9.3)
asymp.censor (used in examples 9.1, 9.3)
sampleI.survtime (used in following example 9.3, example 9.4)
sampleI.censor (used in example 9.4)
sampleII.survtime (used in example 9.4)
sampleII.survtime.2 (used in following example 9.3)
sampleII.censor (used in example 9.4)
samplesAB.survtime (used in example 9.6)
samplesAB.censor (used in example 9.6)
samplesAB (used in example 9.6)
samplesXYZ.survtime (used in example 9.7)
samplesXYZ.censor (used in example 9.7)
samplesXYZ (used in example 9.7)
boys.toothtime (used in exercise 9.2)
girls.toothtime (used in exercise 9.2)
regimeA.survtime (used in exercises 9.5, 9.6)
regimeA.censor (used in exercises 9.5, 9.6)
regimeB.survtime (used in exercises 9.5, 9.6)
regimeB.censor (used in exercises 9.5, 9.6)
bulbA (used in exercise 9.8)
bulbB (used in exercise 9.8)
ch9
ch9
ch9
A list with 23 data vectors
"Applied Nonparametric Statistical Methods" (5th edition)
chisqtest.ANSM()
is a wrapper for chisq.test() from the stats
package - performs the Chi-squared test and is used in chapters 12 and 13 of "Applied Nonparametric Statistical Methods" (5th edition)
chisqtest.ANSM( x, y = NULL, p = NULL, cont.corr = TRUE, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE )
chisqtest.ANSM( x, y = NULL, p = NULL, cont.corr = TRUE, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE )
x |
Factor of same length as y, or table |
y |
Factor of same length as x (or NULL if x is table) (defaults to |
p |
Vector of probabilities (expressed as numbers between 0 and 1 and summing to 1) of same length as x or NULL (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 12.1 from "Applied Nonparametric Statistical Methods" (5th edition) chisqtest.ANSM(ch12$feedback.freq, ch12$PPI.person, do.exact = FALSE, do.asymp = TRUE) # Exercise 13.7 from "Applied Nonparametric Statistical Methods" (5th edition) chisqtest.ANSM(ch13$medicine[ch13$location == "Rural"], ch13$response[ch13$location == "Rural"], seed = 1)
# Example 12.1 from "Applied Nonparametric Statistical Methods" (5th edition) chisqtest.ANSM(ch12$feedback.freq, ch12$PPI.person, do.exact = FALSE, do.asymp = TRUE) # Exercise 13.7 from "Applied Nonparametric Statistical Methods" (5th edition) chisqtest.ANSM(ch13$medicine[ch13$location == "Rural"], ch13$response[ch13$location == "Rural"], seed = 1)
cochran.q()
performs the Cochran Q test and is used in chapter 7 of "Applied Nonparametric Statistical Methods" (5th edition)
cochran.q( y, groups, blocks, max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
cochran.q( y, groups, blocks, max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
y |
Binary vector of same length as groups, blocks |
groups |
Factor of same length as y, blocks with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
blocks |
Factor of same length as y, groups with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 7.8 from "Applied Nonparametric Statistical Methods" (5th edition) cochran.q(ch7$outcome, ch7$climb, ch7$member, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.14 from "Applied Nonparametric Statistical Methods" (5th edition) cochran.q(ch7$soc.media.use, ch7$participant, ch7$day, do.exact = FALSE, do.asymp = TRUE)
# Example 7.8 from "Applied Nonparametric Statistical Methods" (5th edition) cochran.q(ch7$outcome, ch7$climb, ch7$member, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.14 from "Applied Nonparametric Statistical Methods" (5th edition) cochran.q(ch7$soc.media.use, ch7$participant, ch7$day, do.exact = FALSE, do.asymp = TRUE)
cohen.kappa()
calculates Cohen's kappa and is used in chapter 10 of "Applied Nonparametric Statistical Methods" (5th edition)
cohen.kappa( y1, y2, blocks = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
cohen.kappa( y1, y2, blocks = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
y1 |
Factor of same length as y2, blocks and same levels as y2 and (if blocks not NULL) with 2 levels |
y2 |
Factor of same length as y1, blocks and same levels as y1 and (if blocks not NULL) with 2 levels |
blocks |
Factor of same length as y1, y2 or NULL (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 10.11 from "Applied Nonparametric Statistical Methods" (5th edition) cohen.kappa(ch10$dentistA, ch10$dentistB, do.asymp = TRUE, do.exact = FALSE, alternative = "greater") # Example 10.12 from "Applied Nonparametric Statistical Methods" (5th edition) cohen.kappa(ch10$questionnaire, ch10$demonstration, ch10$items)
# Example 10.11 from "Applied Nonparametric Statistical Methods" (5th edition) cohen.kappa(ch10$dentistA, ch10$dentistB, do.asymp = TRUE, do.exact = FALSE, alternative = "greater") # Example 10.12 from "Applied Nonparametric Statistical Methods" (5th edition) cohen.kappa(ch10$questionnaire, ch10$demonstration, ch10$items)
conover()
performs the Conover test using standard or squared ranks and is used in chapters 6 and 7 of "Applied Nonparametric Statistical Methods" (5th edition)
conover( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), abs.ranks = FALSE, max.exact.perms = 5e+06, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
conover( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), abs.ranks = FALSE, max.exact.perms = 5e+06, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
x |
Numeric vector of same length as y |
y |
Factor of same length as x |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
abs.ranks |
Boolean indicating whether absolute ranks to be used instead of squared ranks (defaults to |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.13 from "Applied Nonparametric Statistical Methods" (5th edition) conover(ch6$typeA, ch6$typeB, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.15 from "Applied Nonparametric Statistical Methods" (5th edition) conover(ch7$braking.distance.2, ch7$initial.speed, do.exact = FALSE, do.asymp = TRUE)
# Example 6.13 from "Applied Nonparametric Statistical Methods" (5th edition) conover(ch6$typeA, ch6$typeB, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.15 from "Applied Nonparametric Statistical Methods" (5th edition) conover(ch7$braking.distance.2, ch7$initial.speed, do.exact = FALSE, do.asymp = TRUE)
control.median()
performs the Control median test and is used in chapters 6 and 9 of "Applied Nonparametric Statistical Methods" (5th edition)
control.median( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1000, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
control.median( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1000, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
x |
Numeric vector |
y |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.9 from "Applied Nonparametric Statistical Methods" (5th edition) control.median(ch6$sampleI, ch6$sampleII, alternative = "greater") # Exercise 9.8 from "Applied Nonparametric Statistical Methods" (5th edition) control.median(ch9$bulbA, ch9$bulbB, alternative = "greater", nsims = 1000)
# Example 6.9 from "Applied Nonparametric Statistical Methods" (5th edition) control.median(ch6$sampleI, ch6$sampleII, alternative = "greater") # Exercise 9.8 from "Applied Nonparametric Statistical Methods" (5th edition) control.median(ch9$bulbA, ch9$bulbB, alternative = "greater", nsims = 1000)
cox.stuart()
performs the Cox-Stuart test and is used in chapters 4 and 10 of "Applied Nonparametric Statistical Methods" (5th edition)
cox.stuart( x, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, max.exact.cases = 1e+07, do.asymp = FALSE, do.exact = TRUE )
cox.stuart( x, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, max.exact.cases = 1e+07, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector |
alternative |
Type of alternative hypothesis (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.13 from "Applied Nonparametric Statistical Methods" (5th edition) cox.stuart(ch4$precipitation) # Exercise 10.5 from "Applied Nonparametric Statistical Methods" (5th edition) cox.stuart(app1$McDelta[order(ch10$death.year)], alternative = "less")
# Example 4.13 from "Applied Nonparametric Statistical Methods" (5th edition) cox.stuart(ch4$precipitation) # Exercise 10.5 from "Applied Nonparametric Statistical Methods" (5th edition) cox.stuart(app1$McDelta[order(ch10$death.year)], alternative = "less")
cramer.von.mises()
performs the Cramer-von Mises test and is used in chapter 6 of "Applied Nonparametric Statistical Methods" (5th edition)
cramer.von.mises(x, y, alternative = c("two.sided", "less", "greater"))
cramer.von.mises(x, y, alternative = c("two.sided", "less", "greater"))
x |
Numeric vector |
y |
Numeric vector |
alternative |
Type of alternative hypothesis (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.16 from "Applied Nonparametric Statistical Methods" (5th edition) cramer.von.mises(ch6$salivaF, ch6$salivaM) cramer.von.mises(ch6$salivaF, ch6$salivaM, alternative = "greater")
# Example 6.16 from "Applied Nonparametric Statistical Methods" (5th edition) cramer.von.mises(ch6$salivaF, ch6$salivaM) cramer.von.mises(ch6$salivaF, ch6$salivaM, alternative = "greater")
fishertest.ANSM()
is a wrapper for fisher.test() from the stats
package - performs the Fisher exact test and is used in chapters 6, 12 and 13 of "Applied Nonparametric Statistical Methods" (5th edition)
fishertest.ANSM( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10000, do.exact = TRUE )
fishertest.ANSM( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10000, do.exact = TRUE )
x |
Numeric vector or factor |
y |
Numeric vector or factor |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.7 from "Applied Nonparametric Statistical Methods" (5th edition) fishertest.ANSM(ch6$males, ch6$females) # Exercise 13.10 from "Applied Nonparametric Statistical Methods" (5th edition) fishertest.ANSM(ch13$laid.off, ch13$employee.ages)
# Example 6.7 from "Applied Nonparametric Statistical Methods" (5th edition) fishertest.ANSM(ch6$males, ch6$females) # Exercise 13.10 from "Applied Nonparametric Statistical Methods" (5th edition) fishertest.ANSM(ch13$laid.off, ch13$employee.ages)
friedman()
performs the Friedman test and is used in chapter 7 of "Applied Nonparametric Statistical Methods" (5th edition)
friedman( y, groups, blocks, use.Iman.Davenport = FALSE, max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
friedman( y, groups, blocks, use.Iman.Davenport = FALSE, max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
y |
Numeric vector of same length as groups, blocks |
groups |
Factor of same length as y, blocks with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
blocks |
Factor of same length as y, groups with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
use.Iman.Davenport |
Boolean indicating whether or not to use Iman and Davenport approximation (defaults to |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 7.6 from "Applied Nonparametric Statistical Methods" (5th edition) friedman(ch7$pulse, ch7$time.period, ch7$student, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.12 from "Applied Nonparametric Statistical Methods" (5th edition) friedman(ch7$names.recalled, ch7$group, ch7$medical.student, use.Iman.Davenport = TRUE, do.exact = FALSE, do.asymp = TRUE)
# Example 7.6 from "Applied Nonparametric Statistical Methods" (5th edition) friedman(ch7$pulse, ch7$time.period, ch7$student, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.12 from "Applied Nonparametric Statistical Methods" (5th edition) friedman(ch7$names.recalled, ch7$group, ch7$medical.student, use.Iman.Davenport = TRUE, do.exact = FALSE, do.asymp = TRUE)
friedman.lsd()
performs the Least Significant Differences test after the Friedman test and is used in chapter 8 of "Applied Nonparametric Statistical Methods" (5th edition)
friedman.lsd(y, groups, blocks, ids)
friedman.lsd(y, groups, blocks, ids)
y |
Numeric vector of same length as groups, blocks |
groups |
Factor of same length as y, blocks with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
blocks |
Factor of same length as y, groups with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
ids |
Vector of length 2 with elements both levels of groups |
An ANSMtest object with the results from applying the function
# Example 8.11 from "Applied Nonparametric Statistical Methods" (5th edition) friedman.lsd(ch8$prey.preference, ch8$prey, ch8$larva, c("Cyclops", "Anopheles")) # from "Applied Nonparametric Statistical Methods" (5th edition)
# Example 8.11 from "Applied Nonparametric Statistical Methods" (5th edition) friedman.lsd(ch8$prey.preference, ch8$prey, ch8$larva, c("Cyclops", "Anopheles")) # from "Applied Nonparametric Statistical Methods" (5th edition)
gehan.wilcoxon()
performs the Gehan-Wilcoxon test and is used in chapter 9 of "Applied Nonparametric Statistical Methods" (5th edition)
gehan.wilcoxon( x, y, x.c, y.c, alternative = c("two.sided", "less", "greater"), max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
gehan.wilcoxon( x, y, x.c, y.c, alternative = c("two.sided", "less", "greater"), max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector of same length as y, x.c, y.c |
y |
Numeric vector of same length as x, x.c, y.c |
x.c |
Binary vector of same length as x, y, x.c |
y.c |
Binary vector of same length as x, y, y.c |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 9.1 from "Applied Nonparametric Statistical Methods" (5th edition) gehan.wilcoxon(ch9$symp.survtime, ch9$asymp.survtime, ch9$symp.censor, ch9$asymp.censor, alternative = "less", do.exact = FALSE, do.asymp = TRUE) # Exercise 9.5 from "Applied Nonparametric Statistical Methods" (5th edition) gehan.wilcoxon(ch9$regimeA.survtime, ch9$regimeB.survtime, ch9$regimeA.censor, ch9$regimeB.censor, do.exact = FALSE, do.asymp = TRUE)
# Example 9.1 from "Applied Nonparametric Statistical Methods" (5th edition) gehan.wilcoxon(ch9$symp.survtime, ch9$asymp.survtime, ch9$symp.censor, ch9$asymp.censor, alternative = "less", do.exact = FALSE, do.asymp = TRUE) # Exercise 9.5 from "Applied Nonparametric Statistical Methods" (5th edition) gehan.wilcoxon(ch9$regimeA.survtime, ch9$regimeB.survtime, ch9$regimeA.censor, ch9$regimeB.censor, do.exact = FALSE, do.asymp = TRUE)
hettmansperger.elmore()
performs the Hettmansperger and Elmore interaction test and is used in chapter 8 of "Applied Nonparametric Statistical Methods" (5th edition)
hettmansperger.elmore( y, factor.a, factor.b, nsims.mc = 1000, seed = NULL, do.asymp = TRUE, do.mc = FALSE, median.polish = FALSE )
hettmansperger.elmore( y, factor.a, factor.b, nsims.mc = 1000, seed = NULL, do.asymp = TRUE, do.mc = FALSE, median.polish = FALSE )
y |
Numeric vector of same length as factor.a, factor.b |
factor.a |
Factor of same length as y, factor.b |
factor.b |
Factor of same length as y, factor.a |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
median.polish |
Boolean indicating whether or not to use median polish (defaults to |
An ANSMtest object with the results from applying the function
# Example 8.6 from "Applied Nonparametric Statistical Methods" (5th edition) hettmansperger.elmore(ch8$plant.weight.2, ch8$growth.hormone, ch8$undersoil.heating) # Exercise 8.3 from "Applied Nonparametric Statistical Methods" (5th edition) hettmansperger.elmore(ch8$game.time, ch8$experience, ch8$game)
# Example 8.6 from "Applied Nonparametric Statistical Methods" (5th edition) hettmansperger.elmore(ch8$plant.weight.2, ch8$growth.hormone, ch8$undersoil.heating) # Exercise 8.3 from "Applied Nonparametric Statistical Methods" (5th edition) hettmansperger.elmore(ch8$game.time, ch8$experience, ch8$game)
hodges.ajne()
performs the Hodges-Ajne test and is used in chapter 4 of "Applied Nonparametric Statistical Methods" (5th edition)
hodges.ajne(x, alternative = c("two.sided"), minx = 0, maxx = 360)
hodges.ajne(x, alternative = c("two.sided"), minx = 0, maxx = 360)
x |
Numeric vector |
alternative |
Type of alternative hypothesis (defaults to |
minx |
Minimum value for x (defaults to |
maxx |
Maximum value for x (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.16 from "Applied Nonparametric Statistical Methods" (5th edition) hodges.ajne(ch4$times.as.degrees) # Exercise 4.14 from "Applied Nonparametric Statistical Methods" (5th edition) hodges.ajne(ch4$board.angles)
# Example 4.16 from "Applied Nonparametric Statistical Methods" (5th edition) hodges.ajne(ch4$times.as.degrees) # Exercise 4.14 from "Applied Nonparametric Statistical Methods" (5th edition) hodges.ajne(ch4$board.angles)
jonckheere.terpstra()
performs the Jonckheere-Terpstra test and is used in chapters 7, 8 and 12 of "Applied Nonparametric Statistical Methods" (5th edition)
jonckheere.terpstra( x, g, alternative = c("less", "greater"), max.exact.cases = 15, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE, do.asymp.ties.adjust = TRUE )
jonckheere.terpstra( x, g, alternative = c("less", "greater"), max.exact.cases = 15, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE, do.asymp.ties.adjust = TRUE )
x |
Numeric vector or factor of same length as g |
g |
Factor of same length as x |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
do.asymp.ties.adjust |
Boolean indicating whether or not to use adjustment for ties in data (defaults to |
An ANSMtest object with the results from applying the function
# Example 7.3 from "Applied Nonparametric Statistical Methods" (5th edition) jonckheere.terpstra(ch7$dementia.age, ch7$features, alternative = "greater", do.exact = FALSE, do.asymp = TRUE, do.asymp.ties.adjust = FALSE) # Exercise 12.6 from "Applied Nonparametric Statistical Methods" (5th edition) jonckheere.terpstra(ch12$ethnic.group, ch12$diabetes.status, do.exact = FALSE, do.asymp = TRUE)
# Example 7.3 from "Applied Nonparametric Statistical Methods" (5th edition) jonckheere.terpstra(ch7$dementia.age, ch7$features, alternative = "greater", do.exact = FALSE, do.asymp = TRUE, do.asymp.ties.adjust = FALSE) # Exercise 12.6 from "Applied Nonparametric Statistical Methods" (5th edition) jonckheere.terpstra(ch12$ethnic.group, ch12$diabetes.status, do.exact = FALSE, do.asymp = TRUE)
kendall.concordance()
calculates Kendall's concordance and is used in chapter 10 of "Applied Nonparametric Statistical Methods" (5th edition)
kendall.concordance( y, groups, blocks, max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
kendall.concordance( y, groups, blocks, max.exact.perms = 1e+05, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
y |
Numeric vector of same length as groups, blocks |
groups |
Factor of same length as y, blocks with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
blocks |
Factor of same length as y, groups with levels such that length(y) == nlevels(groups) * nlevels(blocks) |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMstat object with the results from applying the function
# Exercise 10.11 from "Applied Nonparametric Statistical Methods" (5th edition) kendall.concordance(ch10$marks, ch10$script, ch10$examiner, do.exact = FALSE, do.asymp = TRUE) kendall.concordance(ch10$marks, ch10$examiner, ch10$script, do.exact = FALSE, do.asymp = TRUE)
# Exercise 10.11 from "Applied Nonparametric Statistical Methods" (5th edition) kendall.concordance(ch10$marks, ch10$script, ch10$examiner, do.exact = FALSE, do.asymp = TRUE) kendall.concordance(ch10$marks, ch10$examiner, ch10$script, do.exact = FALSE, do.asymp = TRUE)
kendall.tau()
performs the Kendall's tau and is used in chapter 10 of "Applied Nonparametric Statistical Methods" (5th edition)
kendall.tau( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
kendall.tau( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
x |
Numeric vector of same length as y |
y |
Numeric vector of same length as x |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 10.8 from "Applied Nonparametric Statistical Methods" (5th edition) kendall.tau(ch10$death.year, app1$McDelta, alternative = "greater", do.asymp = TRUE, do.exact = FALSE) # Example 10.9 from "Applied Nonparametric Statistical Methods" (5th edition) kendall.tau(ch10$Canadian, ch10$Australian)
# Example 10.8 from "Applied Nonparametric Statistical Methods" (5th edition) kendall.tau(ch10$death.year, app1$McDelta, alternative = "greater", do.asymp = TRUE, do.exact = FALSE) # Example 10.9 from "Applied Nonparametric Statistical Methods" (5th edition) kendall.tau(ch10$Canadian, ch10$Australian)
kruskal.wallis()
performs the Kruskal-Wallis test and is used in chapters 7 and 12 of "Applied Nonparametric Statistical Methods" (5th edition)
kruskal.wallis( x, g, max.exact.cases = 15, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
kruskal.wallis( x, g, max.exact.cases = 15, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
x |
Numeric vector or factor of same length as g |
g |
Factor of same length as x |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 7.1 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis(ch7$affordability, ch7$regions, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.16 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis(ch7$affordability, ch7$regions)
# Example 7.1 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis(ch7$affordability, ch7$regions, do.exact = FALSE, do.asymp = TRUE) # Exercise 7.16 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis(ch7$affordability, ch7$regions)
kruskal.wallis.lsd()
performs the Least Significant Differences test after the Kruskal-Wallis test and is used in chapter 8 of "Applied Nonparametric Statistical Methods" (5th edition)
kruskal.wallis.lsd(x, g, ids)
kruskal.wallis.lsd(x, g, ids)
x |
Numeric vector of same length as g |
g |
Factor of same length as x |
ids |
Vector of length 2 with elements both levels of g |
An ANSMtest object with the results from applying the function
# Example 8.10 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis.lsd(ch8$sentences, ch8$authors, c("Vulliamy", "Queen")) # Exercise 8.8 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis.lsd(ch8$seizure.score, ch8$hospital, c("HospitalA", "HospitalC"))
# Example 8.10 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis.lsd(ch8$sentences, ch8$authors, c("Vulliamy", "Queen")) # Exercise 8.8 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis.lsd(ch8$seizure.score, ch8$hospital, c("HospitalA", "HospitalC"))
kruskal.wallis.vdW()
performs the Kruskal-Wallis test with van der Waerden scores and is used in chapter 7 of "Applied Nonparametric Statistical Methods" (5th edition)
kruskal.wallis.vdW( x, g, max.exact.cases = 15, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
kruskal.wallis.vdW( x, g, max.exact.cases = 15, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector of same length as g |
g |
Factor of same length as x |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 7.2 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis.vdW(ch7$age, ch7$positions) kruskal.wallis.vdW(ch7$age, ch7$positions, do.exact = FALSE, do.asymp = TRUE)
# Example 7.2 from "Applied Nonparametric Statistical Methods" (5th edition) kruskal.wallis.vdW(ch7$age, ch7$positions) kruskal.wallis.vdW(ch7$age, ch7$positions, do.exact = FALSE, do.asymp = TRUE)
kstest.ANSM()
is a wrapper for ks.test() from the stats
package - performs the Smirnov test and Kolgomorov test and is used in chapters 4, 6 and 9 of "Applied Nonparametric Statistical Methods" (5th edition)
kstest.ANSM( x, y, ..., alternative = c("two.sided", "less", "greater"), max.exact.cases = 1000, do.asymp = FALSE, do.exact = TRUE )
kstest.ANSM( x, y, ..., alternative = c("two.sided", "less", "greater"), max.exact.cases = 1000, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector |
y |
Numeric vector or a character string naming a cumulative distribution function or an actual cumulative distribution function |
... |
For the default method of |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Exercise 4.3 from "Applied Nonparametric Statistical Methods" (5th edition) kstest.ANSM(ch4$visiting.supporters, "pexp", rate = 2600) # Exercise 9.2 from "Applied Nonparametric Statistical Methods" (5th edition) kstest.ANSM(ch9$boys.toothtime, ch9$girls.toothtime)
# Exercise 4.3 from "Applied Nonparametric Statistical Methods" (5th edition) kstest.ANSM(ch4$visiting.supporters, "pexp", rate = 2600) # Exercise 9.2 from "Applied Nonparametric Statistical Methods" (5th edition) kstest.ANSM(ch9$boys.toothtime, ch9$girls.toothtime)
lik.ratio()
performs the Likelihood ratio test and is used in chapters 12 and 13 of "Applied Nonparametric Statistical Methods" (5th edition)
lik.ratio( x, y, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE )
lik.ratio( x, y, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE )
x |
Factor of same length as y |
y |
Factor of same length as x |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 12.2 from "Applied Nonparametric Statistical Methods" (5th edition) lik.ratio(ch12$infection.site, ch12$district, do.exact = FALSE, do.asymp = TRUE) # Example 13.12 from "Applied Nonparametric Statistical Methods" (5th edition) chemo.side.effect.3 <- ch13$chemo.side.effect levels(chemo.side.effect.3) <- list("Side-effect" = c("Hair loss", "Visual impairment", "Hair loss & Visual impairment"), "None" = "None") lik.ratio(ch13$chemo.drug, chemo.side.effect.3, seed = 1)
# Example 12.2 from "Applied Nonparametric Statistical Methods" (5th edition) lik.ratio(ch12$infection.site, ch12$district, do.exact = FALSE, do.asymp = TRUE) # Example 13.12 from "Applied Nonparametric Statistical Methods" (5th edition) chemo.side.effect.3 <- ch13$chemo.side.effect levels(chemo.side.effect.3) <- list("Side-effect" = c("Hair loss", "Visual impairment", "Hair loss & Visual impairment"), "None" = "None") lik.ratio(ch13$chemo.drug, chemo.side.effect.3, seed = 1)
lilliefors()
performs Lilliefors test of Normality and is used in chapters 4, 5 and 6 of "Applied Nonparametric Statistical Methods" (5th edition)
lilliefors(x, alternative = c("two.sided"), nsims.mc = 10000, seed = NULL)
lilliefors(x, alternative = c("two.sided"), nsims.mc = 10000, seed = NULL)
x |
Numeric vector |
alternative |
Type of alternative hypothesis (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.4 from "Applied Nonparametric Statistical Methods" (5th edition) lilliefors(ch4$ages, seed = 1) # Exercise 6.15 from "Applied Nonparametric Statistical Methods" (5th edition) lilliefors(ch6$doseI.2, seed = 1, nsims = 1000)
# Example 4.4 from "Applied Nonparametric Statistical Methods" (5th edition) lilliefors(ch4$ages, seed = 1) # Exercise 6.15 from "Applied Nonparametric Statistical Methods" (5th edition) lilliefors(ch6$doseI.2, seed = 1, nsims = 1000)
linear.by.linear()
performs the Linear by linear association test and is used in chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
linear.by.linear( x, y, u = NULL, v = NULL, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.mc = TRUE )
linear.by.linear( x, y, u = NULL, v = NULL, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.mc = TRUE )
x |
Factor of same length as y |
y |
Factor of same length as x |
u |
Numeric vector of length equal to number of levels of x or NULL (defaults to |
v |
Numeric vector of length equal to number of levels of y or NULL (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 13.8 from "Applied Nonparametric Statistical Methods" (5th edition) linear.by.linear(ch13$dose, ch13$dose.side.effect, do.mc = FALSE, do.asymp = TRUE) # Exercise 13.4 from "Applied Nonparametric Statistical Methods" (5th edition) linear.by.linear(ch13$SBP, ch13$cholesterol, seed = 1)
# Example 13.8 from "Applied Nonparametric Statistical Methods" (5th edition) linear.by.linear(ch13$dose, ch13$dose.side.effect, do.mc = FALSE, do.asymp = TRUE) # Exercise 13.4 from "Applied Nonparametric Statistical Methods" (5th edition) linear.by.linear(ch13$SBP, ch13$cholesterol, seed = 1)
logoddsratio.2x2()
performs the Log odds ratio test and is used in chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
logoddsratio.2x2( x, y, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE )
logoddsratio.2x2( x, y, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE )
x |
Binary factor of same length as y |
y |
Binary factor of same length as x |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Exercise 13.2 from "Applied Nonparametric Statistical Methods" (5th edition) #logoddsratio.2x2(ch13$physical.activity[ch13$gender == "Boy"], # ch13$tv.viewing[ch13$gender == "Boy"], do.exact = FALSE, do.asymp = TRUE) #logoddsratio.2x2(ch13$physical.activity[ch13$gender == "Girl"], # ch13$tv.viewing[ch13$gender == "Girl"], do.exact = FALSE, do.asymp = TRUE)
# Exercise 13.2 from "Applied Nonparametric Statistical Methods" (5th edition) #logoddsratio.2x2(ch13$physical.activity[ch13$gender == "Boy"], # ch13$tv.viewing[ch13$gender == "Boy"], do.exact = FALSE, do.asymp = TRUE) #logoddsratio.2x2(ch13$physical.activity[ch13$gender == "Girl"], # ch13$tv.viewing[ch13$gender == "Girl"], do.exact = FALSE, do.asymp = TRUE)
logrank()
performs the logrank test and is used in chapter 9 of "Applied Nonparametric Statistical Methods" (5th edition)
logrank( x, censored, groups, score.censored = TRUE, max.exact.perms = 1e+05, nsims.mc = 10000, seed = NULL )
logrank( x, censored, groups, score.censored = TRUE, max.exact.perms = 1e+05, nsims.mc = 10000, seed = NULL )
x |
Numeric vector of same length as censored, groups |
censored |
Binary vector of same length as x, groups |
groups |
Factor of same length as x, censored |
score.censored |
Boolean indicating whether or not to score censored values (defaults to |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
An ANSMtest object with the results from applying the function
# Example 9.6 from "Applied Nonparametric Statistical Methods" (5th edition) logrank(ch9$samplesAB.survtime, ch9$samplesAB.censor, ch9$samplesAB, score.censored = FALSE) # Exercise 9.7 from "Applied Nonparametric Statistical Methods" (5th edition) logrank(ch9$samplesXYZ.survtime, ch9$samplesXYZ.censor, ch9$samplesXYZ)
# Example 9.6 from "Applied Nonparametric Statistical Methods" (5th edition) logrank(ch9$samplesAB.survtime, ch9$samplesAB.censor, ch9$samplesAB, score.censored = FALSE) # Exercise 9.7 from "Applied Nonparametric Statistical Methods" (5th edition) logrank(ch9$samplesXYZ.survtime, ch9$samplesXYZ.censor, ch9$samplesXYZ)
mantel.haenszel()
performs the Mantel-Haenszel test and is used in chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
mantel.haenszel(x, y, z, do.asymp = TRUE)
mantel.haenszel(x, y, z, do.asymp = TRUE)
x |
Binary factor of same length as y, z |
y |
Binary factor of same length as x, z |
z |
Factor of same length as x, y |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 13.4 from "Applied Nonparametric Statistical Methods" (5th edition) mantel.haenszel(ch13$drug, ch13$side.effects, ch13$age.group) # from "Applied Nonparametric Statistical Methods" (5th edition)
# Example 13.4 from "Applied Nonparametric Statistical Methods" (5th edition) mantel.haenszel(ch13$drug, ch13$side.effects, ch13$age.group) # from "Applied Nonparametric Statistical Methods" (5th edition)
med.test()
performs the Median test and is used in chapters 6 and 7 of "Applied Nonparametric Statistical Methods" (5th edition)
med.test( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1000, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
med.test( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1000, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
x |
Numeric vector of same length as y |
y |
Numeric vector, or factor of same length as x |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.7 from "Applied Nonparametric Statistical Methods" (5th edition) med.test(ch6$males, ch6$females) # Example 7.5 from "Applied Nonparametric Statistical Methods" (5th edition) med.test(ch7$time, ch7$surgeon, do.exact = FALSE, do.asymp = TRUE)
# Example 6.7 from "Applied Nonparametric Statistical Methods" (5th edition) med.test(ch6$males, ch6$females) # Example 7.5 from "Applied Nonparametric Statistical Methods" (5th edition) med.test(ch7$time, ch7$surgeon, do.exact = FALSE, do.asymp = TRUE)
mood()
performs the Mood test and is used in chapter 6 of "Applied Nonparametric Statistical Methods" (5th edition)
mood( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 25, do.asymp = FALSE, do.exact = TRUE )
mood( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 25, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector |
y |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.12 from "Applied Nonparametric Statistical Methods" (5th edition) mood(ch6$typeA, ch6$typeB) mood(ch6$typeA, ch6$typeB, do.exact = FALSE, do.asymp = TRUE)
# Example 6.12 from "Applied Nonparametric Statistical Methods" (5th edition) mood(ch6$typeA, ch6$typeB) mood(ch6$typeA, ch6$typeB, do.exact = FALSE, do.asymp = TRUE)
moses.extreme.reactions()
performs the Moses test for extreme reactions and is used in chapter 6 of "Applied Nonparametric Statistical Methods" (5th edition)
moses.extreme.reactions( x, y, H0 = NULL, max.exact.cases = 1000, do.exact = TRUE )
moses.extreme.reactions( x, y, H0 = NULL, max.exact.cases = 1000, do.exact = TRUE )
x |
Numeric vector |
y |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 6.14 from "Applied Nonparametric Statistical Methods" (5th edition) moses.extreme.reactions(ch6$groupI.amended, ch6$groupII) moses.extreme.reactions(ch6$groupI.amended, ch6$groupII)
# Example 6.14 from "Applied Nonparametric Statistical Methods" (5th edition) moses.extreme.reactions(ch6$groupI.amended, ch6$groupII) moses.extreme.reactions(ch6$groupI.amended, ch6$groupII)
noether()
calculates the Noether approximation and is used in chapter 5 of "Applied Nonparametric Statistical Methods" (5th edition)
noether(p1, alpha = 0.05, power = 0.9)
noether(p1, alpha = 0.05, power = 0.9)
p1 |
Probability (expressed as a number between 0 and 1) |
alpha |
Level of significance (expressed as number between 0 and 1) (defaults to |
power |
Power (expressed as number between 0 and 1) (defaults to |
An ANSMtest object with the results from applying the function
# Exercise 5.8 from "Applied Nonparametric Statistical Methods" (5th edition) noether(p1 = 0.7534, alpha = 0.05, power = 0.9) # Exercise 5.16 from "Applied Nonparametric Statistical Methods" (5th edition) noether(p1 = 0.8, alpha = 0.025, power = 0.9)
# Exercise 5.8 from "Applied Nonparametric Statistical Methods" (5th edition) noether(p1 = 0.7534, alpha = 0.05, power = 0.9) # Exercise 5.16 from "Applied Nonparametric Statistical Methods" (5th edition) noether(p1 = 0.8, alpha = 0.025, power = 0.9)
normal.scores.test()
performs the Normal Scores test and is used in chapters 6 and 8 of "Applied Nonparametric Statistical Methods" (5th edition)
normal.scores.test( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 25, do.asymp = FALSE, do.exact = TRUE )
normal.scores.test( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), max.exact.cases = 25, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector |
y |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 5.8 from "Applied Nonparametric Statistical Methods" (5th edition) normal.scores.test(ch6$groupA, ch6$groupB, do.exact = FALSE, do.asymp = TRUE) # Exercise 6.15 from "Applied Nonparametric Statistical Methods" (5th edition) normal.scores.test(ch6$doseI, ch6$doseII)
# Example 5.8 from "Applied Nonparametric Statistical Methods" (5th edition) normal.scores.test(ch6$groupA, ch6$groupB, do.exact = FALSE, do.asymp = TRUE) # Exercise 6.15 from "Applied Nonparametric Statistical Methods" (5th edition) normal.scores.test(ch6$doseI, ch6$doseII)
oddsratio.2x2diff()
performs the test for difference in odds ratios and is used in chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
oddsratio.2x2diff( x, y, z, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.perms = 1e+06, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE, do.CI = TRUE )
oddsratio.2x2diff( x, y, z, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.perms = 1e+06, nsims.mc = 1e+05, seed = NULL, do.exact = TRUE, do.asymp = FALSE, do.mc = FALSE, do.CI = TRUE )
x |
Binary factor of same length as y, z |
y |
Binary factor of same length as x, z |
z |
Binary factor of same length as x, y |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 13.2 from "Applied Nonparametric Statistical Methods" (5th edition) oddsratio.2x2diff(ch13$physical.activity, ch13$tv.viewing, ch13$gender, do.exact = FALSE, do.asymp = TRUE) oddsratio.2x2diff(ch13$physical.activity, ch13$tv.viewing, ch13$gender, do.exact = FALSE, do.mc = TRUE, seed = 1, nsims = 10000)
# Example 13.2 from "Applied Nonparametric Statistical Methods" (5th edition) oddsratio.2x2diff(ch13$physical.activity, ch13$tv.viewing, ch13$gender, do.exact = FALSE, do.asymp = TRUE) oddsratio.2x2diff(ch13$physical.activity, ch13$tv.viewing, ch13$gender, do.exact = FALSE, do.mc = TRUE, seed = 1, nsims = 10000)
pearson()
calculates the Pearson correlation and is used in chapters 10 and 11 of "Applied Nonparametric Statistical Methods" (5th edition)
pearson( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
pearson( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
x |
Numeric vector of same length as y |
y |
Numeric vector of same length as x |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Section 10.1.2 from "Applied Nonparametric Statistical Methods" (5th edition) pearson(ch10$q1, ch10$q2, alternative = "greater", do.asymp = TRUE, do.exact = FALSE) # Example 11.2 from "Applied Nonparametric Statistical Methods" (5th edition) pearson(ch11$parentlimit, ch11$reportedtime - 1 * ch11$parentlimit, alternative = "two.sided")
# Section 10.1.2 from "Applied Nonparametric Statistical Methods" (5th edition) pearson(ch10$q1, ch10$q2, alternative = "greater", do.asymp = TRUE, do.exact = FALSE) # Example 11.2 from "Applied Nonparametric Statistical Methods" (5th edition) pearson(ch11$parentlimit, ch11$reportedtime - 1 * ch11$parentlimit, alternative = "two.sided")
pearson.beta()
calculates the Pearson beta and is used in chapter 11 of "Applied Nonparametric Statistical Methods" (5th edition)
pearson.beta( y, x, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
pearson.beta( y, x, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
y |
Numeric vector of same length as x |
x |
Numeric vector of same length as y |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 11.2 from "Applied Nonparametric Statistical Methods" (5th edition) pearson.beta(ch11$reportedtime, ch11$parentlimit, H0 = 1) pearson.beta(ch11$reportedtime[1:6], ch11$parentlimit[1:6], H0 = 1)
# Example 11.2 from "Applied Nonparametric Statistical Methods" (5th edition) pearson.beta(ch11$reportedtime, ch11$parentlimit, H0 = 1) pearson.beta(ch11$reportedtime[1:6], ch11$parentlimit[1:6], H0 = 1)
peto.wilcoxon()
performs the Peto-Wilcoxon test and is used in chapter 9 of "Applied Nonparametric Statistical Methods" (5th edition)
peto.wilcoxon( x, y, x.c, y.c, alternative = c("two.sided", "less", "greater"), max.exact.perms = 1e+05, nsims.mc = 10000, seed = NULL )
peto.wilcoxon( x, y, x.c, y.c, alternative = c("two.sided", "less", "greater"), max.exact.perms = 1e+05, nsims.mc = 10000, seed = NULL )
x |
Numeric vector of same length as y, x.c, y.c |
y |
Numeric vector of same length as x, x.c, y.c |
x.c |
Binary vector of same length as x, y, x.c |
y.c |
Binary vector of same length as x, y, y.c |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
An ANSMtest object with the results from applying the function
# Example 9.4 from "Applied Nonparametric Statistical Methods" (5th edition) peto.wilcoxon(ch9$sampleI.survtime, ch9$sampleII.survtime, ch9$sampleI.censor, ch9$sampleII.censor, alternative = "less")
# Example 9.4 from "Applied Nonparametric Statistical Methods" (5th edition) peto.wilcoxon(ch9$sampleI.survtime, ch9$sampleII.survtime, ch9$sampleI.censor, ch9$sampleII.censor, alternative = "less")
pitman()
performs the Pitman test and is used in chapter 3 of "Applied Nonparametric Statistical Methods" (5th edition)
pitman( x, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1000, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
pitman( x, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 1000, nsims.mc = 10000, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
x |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 3.11 from "Applied Nonparametric Statistical Methods" (5th edition) pitman(ch3$heartrates1, 70, "greater", do.exact = FALSE, do.asymp = TRUE) # Exercise 3.17 from "Applied Nonparametric Statistical Methods" (5th edition) pitman(ch3$sampleII, 110, do.exact = FALSE, do.asymp = TRUE)
# Example 3.11 from "Applied Nonparametric Statistical Methods" (5th edition) pitman(ch3$heartrates1, 70, "greater", do.exact = FALSE, do.asymp = TRUE) # Exercise 3.17 from "Applied Nonparametric Statistical Methods" (5th edition) pitman(ch3$sampleII, 110, do.exact = FALSE, do.asymp = TRUE)
print.ANSMstat()
prints the output contained in an ANSMstat object
## S3 method for class 'ANSMstat' print(x, ...)
## S3 method for class 'ANSMstat' print(x, ...)
x |
An ANSMstat object |
... |
Further arguments relevant to the default |
No return value, called to display results
print.ANSMtest()
prints the output contained in an ANSMtest object
## S3 method for class 'ANSMtest' print(x, ...)
## S3 method for class 'ANSMtest' print(x, ...)
x |
An ANSMtest object |
... |
Further arguments relevant to the default |
No return value, called to display results
rng.test()
performs the Range test and is used in chapter 4 of "Applied Nonparametric Statistical Methods" (5th edition)
rng.test(x, alternative = c("two.sided"), minx = 0, maxx = 360)
rng.test(x, alternative = c("two.sided"), minx = 0, maxx = 360)
x |
Numeric vector |
alternative |
Type of alternative hypothesis (defaults to |
minx |
Minimum value for x (defaults to |
maxx |
Maximum value for x (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.17 from "Applied Nonparametric Statistical Methods" (5th edition) rng.test(ch4$dates.as.degrees) # Exercise 4.13 from "Applied Nonparametric Statistical Methods" (5th edition) rng.test(ch4$accident.bearings)
# Example 4.17 from "Applied Nonparametric Statistical Methods" (5th edition) rng.test(ch4$dates.as.degrees) # Exercise 4.13 from "Applied Nonparametric Statistical Methods" (5th edition) rng.test(ch4$accident.bearings)
runs.2cat()
performs the Runs test for two categories and is used in chapters 4, 5 and 6 of "Applied Nonparametric Statistical Methods" (5th edition)
runs.2cat( x, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, do.asymp = FALSE, do.exact = TRUE )
runs.2cat( x, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, do.asymp = FALSE, do.exact = TRUE )
x |
Vector with two unique values |
alternative |
Type of alternative hypothesis (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.14 from "Applied Nonparametric Statistical Methods" (5th edition) runs.2cat(ch4$tosses1, do.exact = FALSE, do.asymp = TRUE) # Exercise 6.17 from "Applied Nonparametric Statistical Methods" (5th edition) runs.2cat(ch6$twins, alternative = "greater")
# Example 4.14 from "Applied Nonparametric Statistical Methods" (5th edition) runs.2cat(ch4$tosses1, do.exact = FALSE, do.asymp = TRUE) # Exercise 6.17 from "Applied Nonparametric Statistical Methods" (5th edition) runs.2cat(ch6$twins, alternative = "greater")
runs.ncat()
performs the Runs test for three or more categories and is used in chapters 4 and 7 of "Applied Nonparametric Statistical Methods" (5th edition)
runs.ncat( x, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, nsims.mc = 1e+05, seed = NULL, do.asymp = TRUE, do.mc = FALSE )
runs.ncat( x, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, nsims.mc = 1e+05, seed = NULL, do.asymp = TRUE, do.mc = FALSE )
x |
Vector or factor |
alternative |
Type of alternative hypothesis (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.15 from "Applied Nonparametric Statistical Methods" (5th edition) runs.ncat(ch4$births, alternative = "less") # Exercise 7.16 from "Applied Nonparametric Statistical Methods" (5th edition) runs.ncat(ch7$regions[order(ch7$affordability)], alternative = "less")
# Example 4.15 from "Applied Nonparametric Statistical Methods" (5th edition) runs.ncat(ch4$births, alternative = "less") # Exercise 7.16 from "Applied Nonparametric Statistical Methods" (5th edition) runs.ncat(ch7$regions[order(ch7$affordability)], alternative = "less")
sgn.test()
performs the Sign test and is used in chapters 3, 4, 5 and 6 of "Applied Nonparametric Statistical Methods" (5th edition)
sgn.test( x, H0 = NULL, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, CI.width = 0.95, max.exact.cases = 1e+06, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
sgn.test( x, H0 = NULL, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, CI.width = 0.95, max.exact.cases = 1e+06, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
x |
Numeric vector, or binary factor and H0 is NULL |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 3.1 from "Applied Nonparametric Statistical Methods" (5th edition) sgn.test(ch3$sampleI, 110) # Exercise 6.2 from "Applied Nonparametric Statistical Methods" (5th edition) sgn.test(ch5$LVF - ch5$RVF, 0)
# Example 3.1 from "Applied Nonparametric Statistical Methods" (5th edition) sgn.test(ch3$sampleI, 110) # Exercise 6.2 from "Applied Nonparametric Statistical Methods" (5th edition) sgn.test(ch5$LVF - ch5$RVF, 0)
shapirotest.ANSM()
is a wrapper for shapiro.test() from the stats
package - performs the Shapiro-Wilk test of Normality and is used in chapters 4 and 5 of "Applied Nonparametric Statistical Methods" (5th edition)
shapirotest.ANSM(x, alternative = c("two.sided"))
shapirotest.ANSM(x, alternative = c("two.sided"))
x |
Numeric vector |
alternative |
Type of alternative hypothesis (defaults to |
An ANSMtest object with the results from applying the function
# Example 4.4 from "Applied Nonparametric Statistical Methods" (5th edition) shapirotest.ANSM(ch4$ages) # Example 5.3 from "Applied Nonparametric Statistical Methods" (5th edition) shapirotest.ANSM(ch5$bp.incorrect)
# Example 4.4 from "Applied Nonparametric Statistical Methods" (5th edition) shapirotest.ANSM(ch4$ages) # Example 5.3 from "Applied Nonparametric Statistical Methods" (5th edition) shapirotest.ANSM(ch5$bp.incorrect)
siegel.tukey()
performs the Siegel-Tukey test using mean or median shift and is used in chapter 6 of "Applied Nonparametric Statistical Methods" (5th edition)
siegel.tukey( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), mean.shift = FALSE, cont.corr = TRUE, max.exact.cases = 1000, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
siegel.tukey( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), mean.shift = FALSE, cont.corr = TRUE, max.exact.cases = 1000, seed = NULL, do.asymp = FALSE, do.exact = TRUE )
x |
Numeric vector |
y |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
mean.shift |
Boolean indicating whether mean shift to be used instead of median shift (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Exercise 6.11 from "Applied Nonparametric Statistical Methods" (5th edition) siegel.tukey(ch6$typeA, ch6$typeB, mean.shift = TRUE) # Exercise 6.16 from "Applied Nonparametric Statistical Methods" (5th edition) siegel.tukey(ch6$travel, ch6$politics)
# Exercise 6.11 from "Applied Nonparametric Statistical Methods" (5th edition) siegel.tukey(ch6$typeA, ch6$typeB, mean.shift = TRUE) # Exercise 6.16 from "Applied Nonparametric Statistical Methods" (5th edition) siegel.tukey(ch6$travel, ch6$politics)
spearman()
calculates the Spearman correlation and is used in chapter 10 of "Applied Nonparametric Statistical Methods" (5th edition)
spearman( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
spearman( x, y, alternative = c("two.sided", "less", "greater"), max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE )
x |
Numeric vector of same length as y |
y |
Numeric vector of same length as x |
alternative |
Type of alternative hypothesis (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 10.2 from "Applied Nonparametric Statistical Methods" (5th edition) spearman(ch10$q1, ch10$q2, alternative = "greater", do.asymp = TRUE, do.exact = FALSE) # Exercise 10.1 from "Applied Nonparametric Statistical Methods" (5th edition) spearman(ch10$ERA, ch10$ESMS, do.exact = FALSE)
# Example 10.2 from "Applied Nonparametric Statistical Methods" (5th edition) spearman(ch10$q1, ch10$q2, alternative = "greater", do.asymp = TRUE, do.exact = FALSE) # Exercise 10.1 from "Applied Nonparametric Statistical Methods" (5th edition) spearman(ch10$ERA, ch10$ESMS, do.exact = FALSE)
spearman.beta()
calculates the Spearman beta and is used in chapter 11 of "Applied Nonparametric Statistical Methods" (5th edition)
spearman.beta( y, x, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
spearman.beta( y, x, H0 = NULL, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
y |
Numeric vector of same length as x |
x |
Numeric vector of same length as y |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 11.3 from "Applied Nonparametric Statistical Methods" (5th edition) spearman.beta(ch11$reportedtime, ch11$parentlimit, H0 = 1) spearman.beta(ch11$reportedtime, ch11$parentlimit, H0 = 1, do.CI = TRUE)
# Example 11.3 from "Applied Nonparametric Statistical Methods" (5th edition) spearman.beta(ch11$reportedtime, ch11$parentlimit, H0 = 1) spearman.beta(ch11$reportedtime, ch11$parentlimit, H0 = 1, do.CI = TRUE)
theil.kendall()
calculates the Theil-Kendall beta and is used in chapter 11 of "Applied Nonparametric Statistical Methods" (5th edition)
theil.kendall( y, x, H0 = NULL, do.abbreviated = FALSE, do.alpha = FALSE, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
theil.kendall( y, x, H0 = NULL, do.abbreviated = FALSE, do.alpha = FALSE, alternative = c("two.sided", "less", "greater"), CI.width = 0.95, max.exact.cases = 10, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.CI = FALSE, do.mc = FALSE )
y |
Numeric vector of same length as x |
x |
Numeric vector of same length as y |
H0 |
Null hypothesis value (defaults to |
do.abbreviated |
Boolean indicating whether or not to use abbreviated Theil procedure (defaults to |
do.alpha |
Boolean indicating whether or not to report estimate of alpha (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
An ANSMstat object with the results from applying the function
# Example 11.6 from "Applied Nonparametric Statistical Methods" (5th edition) theil.kendall(ch11$reportedtime, ch11$parentlimit, do.alpha = TRUE) # Exercise 11.10 from "Applied Nonparametric Statistical Methods" (5th edition) theil.kendall(ch11$N.Scotland, ch11$SW.England)
# Example 11.6 from "Applied Nonparametric Statistical Methods" (5th edition) theil.kendall(ch11$reportedtime, ch11$parentlimit, do.alpha = TRUE) # Exercise 11.10 from "Applied Nonparametric Statistical Methods" (5th edition) theil.kendall(ch11$N.Scotland, ch11$SW.England)
wilcoxon.mann.whitney()
performs the Wilcoxon-Mann-Whitney test and is used in chapters 6, 8, 9 and 12 of "Applied Nonparametric Statistical Methods" (5th edition)
wilcoxon.mann.whitney( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, CI.width = 0.95, max.exact.cases = 1000, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE, do.CI = TRUE )
wilcoxon.mann.whitney( x, y, H0 = NULL, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, CI.width = 0.95, max.exact.cases = 1000, nsims.mc = 1e+05, seed = NULL, do.asymp = FALSE, do.exact = TRUE, do.mc = FALSE, do.CI = TRUE )
x |
Numeric vector, or factor with same levels as y |
y |
Numeric vector, or factor with same levels as x |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
nsims.mc |
Number of Monte Carlo simulations to be performed (defaults to |
seed |
Random number seed to be used for Monte Carlo simulations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.mc |
Boolean indicating whether or not to perform Monte Carlo calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Examples 6.1 and 6.2 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.mann.whitney(ch6$groupA, ch6$groupB) # Exercise 12.4 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.mann.whitney(ch12$feedback.satisfaction[ch12$PPI.person.2 == "Representative"], ch12$feedback.satisfaction[ch12$PPI.person.2 == "Researcher"], do.exact = FALSE, do.asymp = TRUE)
# Examples 6.1 and 6.2 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.mann.whitney(ch6$groupA, ch6$groupB) # Exercise 12.4 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.mann.whitney(ch12$feedback.satisfaction[ch12$PPI.person.2 == "Representative"], ch12$feedback.satisfaction[ch12$PPI.person.2 == "Researcher"], do.exact = FALSE, do.asymp = TRUE)
wilcoxon.signedrank()
performs the Wilcoxon signed-rank test and is used in chapters 3, 4 and 5 of "Applied Nonparametric Statistical Methods" (5th edition)
wilcoxon.signedrank( x, H0 = NULL, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, CI.width = 0.95, max.exact.cases = 1000, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
wilcoxon.signedrank( x, H0 = NULL, alternative = c("two.sided", "less", "greater"), cont.corr = TRUE, CI.width = 0.95, max.exact.cases = 1000, do.asymp = FALSE, do.exact = TRUE, do.CI = TRUE )
x |
Numeric vector |
H0 |
Null hypothesis value (defaults to |
alternative |
Type of alternative hypothesis (defaults to |
cont.corr |
Boolean indicating whether or not to use continuity correction (defaults to |
CI.width |
Confidence interval width (defaults to |
max.exact.cases |
Maximum number of cases allowed for exact calculations (defaults to |
do.asymp |
Boolean indicating whether or not to perform asymptotic calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
do.CI |
Boolean indicating whether or not to perform confidence interval calculations (defaults to |
An ANSMtest object with the results from applying the function
# Example 3.4 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.signedrank(ch3$heartrates1, 70, "greater") # Exercise 5.12 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.signedrank(ch5$kHz0.125 - ch5$kHz0.25, 0)
# Example 3.4 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.signedrank(ch3$heartrates1, 70, "greater") # Exercise 5.12 from "Applied Nonparametric Statistical Methods" (5th edition) wilcoxon.signedrank(ch5$kHz0.125 - ch5$kHz0.25, 0)
zelen()
performs the Zelen test and is used in chapter 13 of "Applied Nonparametric Statistical Methods" (5th edition)
zelen(x, y, z, max.exact.perms = 1e+06, do.exact = TRUE)
zelen(x, y, z, max.exact.perms = 1e+06, do.exact = TRUE)
x |
Binary factor of same length as y, z |
y |
Binary factor of same length as x, z |
z |
Factor of same length as x, y |
max.exact.perms |
Maximum number of permutations allowed for exact calculations (defaults to |
do.exact |
Boolean indicating whether or not to perform exact calculations (defaults to |
An ANSMtest object with the results from applying the function
# Section 13.2.5 from "Applied Nonparametric Statistical Methods" (5th edition) zelen(ch13$drug, ch13$side.effects, ch13$age.group) # Example 13.3 from "Applied Nonparametric Statistical Methods" (5th edition) zelen(ch13$machine, ch13$output.status, ch13$material.source)
# Section 13.2.5 from "Applied Nonparametric Statistical Methods" (5th edition) zelen(ch13$drug, ch13$side.effects, ch13$age.group) # Example 13.3 from "Applied Nonparametric Statistical Methods" (5th edition) zelen(ch13$machine, ch13$output.status, ch13$material.source)