EpistemicGameTheory (version 0.1.2)

esdc: Eliminating strictly dominated choices

Description

This function eliminates strictly dominated choices.

Usage

esdc(n, m, A, choices.A, B, choices.B, iteration)

Arguments

n

an integer representing the number of choices of player 1

m

an integer representing the number of choices of player 2

A

an nxm matrix representing the payoff matrix of player 1

choices.A

a vector of length n representing the names of player 1's choices

B

an nxm matrix representing the payoff matrix of player 2

choices.B

a vector of length m representing the names of player 2's choices

iteration

an integer representing the iteration number of algorithm

Value

The reduced matrices of players' that are obtained after eliminating strictly dominated choices

Details

This function works for the games with two players.

Examples

a=4
b=4
pay.A=matrix(c(0,3,2,1,4,0,2,1,4,3,0,1,4,3,2,0),4,4)
ch.A=c("Blue","Green","Red","Yellow")
pay.B=matrix(c(5,4,4,4,3,5,3,3,2,2,5,2,1,1,1,5),4,4)
ch.B=c("Blue","Green","Red","Yellow")
iter=5
esdc(a,b,pay.A,ch.A,pay.B,ch.B,iter)