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Extension Of Dale's Moment Conditions With Application To The Wright–fisher Model
2003
Stochastic Models
Dale's necessary and sufficient conditions for an array to contain the joint moments for some probability distribution on the unit simplex in R 2 are extended to the unit simplex in R d . These conditions are then used in a computational method, based on linear programming, to evaluate the stationary distribution for the diffusion approximation of the Wright-Fisher model in population genetics. The computational method uses a characterization of the diffusion through an adjoint relation between
doi:10.1081/stm-120020389
fatcat:iif54n3huvd77p4xorxvshpt5e