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Direct computation of the logarithm of the likelihood of a standard logit model (Chapter 4) $$P(y=1|X,\beta)= \{1+\exp(-\beta^{T}X)\}^{-1}.$$
logitll(beta, y, X)
returns the logarithm of the logit likelihood for the data y, covariate matrix X and parameter vector beta
y
X
beta
coefficient of the logit model
vector of binary response variables
covariate matrix
probitll
data(bank) y=bank[,5] X=as.matrix(bank[,-5]) logitll(runif(4),y,X)
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