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- W1965845981 startingPage "29" @default.
- W1965845981 abstract "The limiting diffusion of special diploid model can be defined as a discrete generator for the rescaled Markov chain. Choi([2]) defined the operator of projection <TEX>$S_t$</TEX> on limiting diffusion and new measure <TEX>$dQ=S_tdP$</TEX>. and showed the martingale property on this operator and measure. Let <TEX>$P_{rho}$</TEX> be the unique solution of the martingale problem for <TEX>$mathcal{L}_0$</TEX> starting at <TEX>${rho}$</TEX> and <TEX>${pi}_1,{pi}_2,{cdots},{pi}_n$</TEX> the projection of <TEX>$E^n$</TEX> on <TEX>$x_1,x_2,{cdots},x_n$</TEX>. In this note we define <TEX>$$dQ_{rho}=S_tdP_{rho}$$</TEX> and show that <TEX>$Q_{rho}$</TEX> solves the martingale problem for <TEX>$mathcal{L}_{pi}$</TEX> starting at <TEX>${rho}$</TEX>." @default.
- W1965845981 created "2016-06-24" @default.
- W1965845981 creator A5046218432 @default.
- W1965845981 date "2014-03-30" @default.
- W1965845981 modified "2023-10-14" @default.
- W1965845981 title "ON THE MARTINGALE EXTENSION OF LIMITING DIFFUSION IN POPULATION GENETICS" @default.
- W1965845981 cites W2071404396 @default.
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- W1965845981 doi "https://doi.org/10.11568/kjm.2014.22.1.29" @default.
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