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fitPS (version 1.0.1)

Fit Zeta Distributions to Forensic Data

Description

Fits Zeta distributions (discrete power laws) to data that arises from forensic surveys of clothing on the presence of glass and paint in various populations. The general method is described to some extent in Coulson, S.A., Buckleton, J.S., Gummer, A.B., and Triggs, C.M. (2001) , although the implementation differs.

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Install

install.packages('fitPS')

Monthly Downloads

239

Version

1.0.1

License

GPL (>= 2)

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Maintainer

James Curran

Last Published

March 20th, 2024

Functions in fitPS (1.0.1)

print.psFit

S3 print method for an object of class psFit
print.psData

S3 print method for an object of class psData
fitted.psFit

S3 fitted method for an object of class psFit
fitlogDist

Fit a Logarithmic Distribution to Forensic Data
probfun

Probability Functions
plot.psFit

S3 plot method for an object of class psFit
makePSData

Create a survey data set manually
predict.psFit

S3 predict method for an object of class psFit
mean.psData

An S3 method for computing the mean of clothing survey for the number of groups or size of groups
var.psData

An S3 method for computing the variance of clothing survey for the number of groups or size of groups
var

Variance generic
rZIzeta

Generate zero inflated zeta random variates
summary.psFit

S3 summary method for an object of class psFit
readData

Read count data from file
rzeta

Generate random variates from a zeta distribution
==.psData

S3 method for objects of class psData
compareSurveysLRT

Compare two or more surveys on the basis of their shape parameters using a Likelihood Ratio Test
compareSurveys

Compare two surveys on the basis of their shape parameters
confint.psFit

S3 confint method for objects of class psFit
fitZIDist

Fit a Zero-Inflated Zeta Distribution to Forensic Data
fitDist

Fit a Zeta Distribution to Forensic Data
Ssurveys

Size of Groups of Glass Data
as.data.frame.psData

Converts an object of class psData to a data.frame
bootCI

Bootstrap confidence intervals or regions
Psurveys

Number of Groups of Glass Data