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Maximum likelihood estimation method is used to solve the problem of parameter estimation of three-parameter generalized extreme value distribution. Based on the theory of order reducinga new numerical algorithm is presented to resolve the problem of maximum likelihood estimation of three-parameter generalized extreme value distributionFirstlythe shape parameter is assumed to be known and ternary likelihood equations can be transferred into binary ones that are solved with the dichotomyAnd thenscale and location parameters are the functions of shape parameter. Furtherthe maximum likelihood function is described as a unitary function of shape parameter. The optimal estimation of shape parameters can be obtained by applying dichotomy again.

A New Numerical Algorithm of Three Parameter Generalized Extreme Value Distribution of Wind Speed