Quantitative diffusion approximation for the Neutral $r$-Alleles
Wright-Fisher Model with Mutations
Quantitative diffusion approximation for the Neutral $r$-Alleles
Wright-Fisher Model with Mutations
We apply a Lindeberg principle under the Markov process setting to approximate the Wright-Fisher model with neutral $r$-alleles using a diffusion process, deriving an error rate based on a function class distance involving fourth-order bounded differentiable functions. This error rate consists of a linear combination of the maximum mutation rate …