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mlogit (version 1.1-2)

Multinomial Logit Models

Description

Maximum likelihood estimation of random utility discrete choice models. The software is described in Croissant (2020) and the underlying methods in Train (2009) .

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Version

Install

install.packages('mlogit')

Monthly Downloads

13,257

Version

1.1-2

License

GPL (>= 2)

Maintainer

Yves Croissant

Last Published

April 28th, 2025

Functions in mlogit (1.1-2)

rpar

random parameter objects
NOx

Technologies to reduce NOx emissions
mlogit-package

mlogit package: estimation of random utility discrete choice models by maximum likelihood
mlogit-deprecated

Some deprecated functions, especially `mlogit.data`, `index` and `mFormula`
miscmethods.mlogit

Methods for mlogit objects
mlogit

Multinomial logit model
scoretest

The three tests for mlogit models
vcov.mlogit

vcov method for mlogit objects
plot.mlogit

Plot of the distribution of estimated random parameters
reexports

Objects exported from other packages
model.matrix.dfidx_mlogit

Compute the model matrix for RUM
mlogit.optim

Non-linear minimization routine
Cracker

Choice of Brand for Crakers
Catsup

Choice of Brand for Catsup
Mode

Mode Choice
Fishing

Choice of Fishing Mode
Heating

Heating System Choice in California Houses
Electricity

Stated preference data for the choice of electricity suppliers
has.intercept

Indicates whether the formula contains an intercept
HC

Heating and Cooling System Choice in Newly Built Houses in California
JapaneseFDI

Japanese Foreign Direct Investment in European Regions
Car

Stated Preferences for Car Choice
effects.mlogit

Marginal effects of the covariates
RiskyTransport

Risky Transportation Choices
hmftest

Hausman-McFadden Test
ModeCanada

Mode Choice for the Montreal-Toronto Corridor
Train

Stated Preferences for Train Traveling
Game

Ranked data for gaming platforms
logsum

Compute the log-sum or inclusive value/utility
cor.mlogit

Correlation structure of the random parameters
distribution

Functions used to describe the characteristics of estimated random parameters