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conjoint (version 1.41)

An Implementation of Conjoint Analysis Method

Description

This is a simple R package that allows to measure the stated preferences using traditional conjoint analysis method.

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Version

Install

install.packages('conjoint')

Monthly Downloads

1,730

Version

1.41

License

GPL (>= 2)

Maintainer

Tomasz Bartlomowicz

Last Published

July 26th, 2018

Functions in conjoint (1.41)

journey

Sample data for conjoint analysis
tea

Sample data for conjoint analysis
plyty

Sample data for conjoint analysis
caRankToScore

Function caRankToScore transforms ranking data into rating data design
caRecreatedDesign

Function caRecreatedDesign reconstructs factorial design
herbata

Sample data for conjoint analysis
ice

Sample data for conjoint analysis
caFactorialDesign

Function caFactorialDesign creates full or fractional factorial design
caImportance

Function caImportance calculates importance of all attributes
Conjoint

Function Conjoint sums up the main results of conjoint analysis
ShowAllSimulations

Function ShowAllSimulations sums up the results of all simulation functions
caLogit

Function caLogit estimates participation (market share) of the simulation profiles
caMaxUtility

Function caMaxUtility estimates participation (market share) of simulation profiles
caModel

Function caModel estimates parameters of conjoint analysis model
caPartUtilities

Function caPartUtilities calculates matrix of individual utilities
caSegmentation

Function caSegmentation divides respondents on clusters
caTotalUtilities

Function caTotalUtilities calculates matrix of theoreticall total utilities
chocolate

Sample data for conjoint analysis
czekolada

Sample data for conjoint analysis
caUtilities

Function caUtilities calculates utilities of levels of atrtributes
ShowAllUtilities

Function ShowAllUtilities sums up all results of utility measures
caBTL

Function caBTL estimates participation (market share) of simulation profiles
wycieczka

Sample data for conjoint analysis
caEncodedDesign

Function caEncodedDesign encodes full or fractional factorial design
lody

Sample data for conjoint analysis