R: Functions for Analyzing Psychophysical Data in R

# Functions for Analyzing Psychophysical Data in R

## Documentation for package ‘psyphy’ version 0.3

- DESCRIPTION file
- Package NEWS

## Help Pages

psyphy-package | Functions for analyzing psychophysical functions
cauchit.2asym | Links for Binomial Family with Variable Upper/Lower Asymptotes
cloglog.2asym | Links for Binomial Family with Variable Upper/Lower Asymptotes
dprime.ABX | d' for ABX Paradigm
dprime.mAFC | d' for m-alternative Forced-choice
dprime.oddity | d' for 3 Stimulus Oddity Paradigm
dprime.SD | d' for Same-different Paradigm
ecc2 | 4-afc Detection and Identification of Letters
glm.lambda | mafc Probit Fit to Psychometric Function Profiled on Upper Asymptote
glm.WH | mafc Probit Fit to Psychometric Function with Upper Asymptote Less than One
logit.2asym | Links for Binomial Family with Variable Upper/Lower Asymptotes
mafc | Links for Binomial Family for m-alternative Forced-choice
mafc.cauchit | Links for Binomial Family for m-alternative Forced-choice
mafc.cloglog | Links for Binomial Family for m-alternative Forced-choice
mafc.logit | Links for Binomial Family for m-alternative Forced-choice
mafc.probit | Links for Binomial Family for m-alternative Forced-choice
mafc.weib | Links for Binomial Family for m-alternative Forced-choice
print.summary.lambda | Summary Method for Objects of Class 'lambda'
probit.2asym | Links for Binomial Family with Variable Upper/Lower Asymptotes
probit.lambda | mafc Probit Link for Binomial Family with Upper Asymptote < 1
psyfun.2asym | Fit Psychometric Functions and Upper and Lower Asymptotes
psyphy | Functions for analyzing psychophysical functions
RGB | Luminance Calibration Data from Video Projector
SS.calib | Self-Start Functions for Fitting Luminance vs Grey Level Relation on CRT displays
SS.RGBcalib | Self-Start Functions for Fitting Luminance vs Grey Level Relation on CRT displays
summary.lambda | Summary Method for Objects of Class 'lambda'
weib.2asym | Links for Binomial Family with Variable Upper/Lower Asymptotes