A NUMERICAL-METHOD FOR CALCULATING MOMENTS OF COALESCENT TIMES IN FINITE POPULATIONS WITH SELECTION

[1] Billingsley P, 1968, CONVERGENCE PROBABIL

[2] EWENS WJ, 1979, MATH POPULATION GENE

[3] HUDSON RR, 1986, GENETICS, V113, P1057

[4] HUDSON RR, 1988, GENETICS, V120, P831

[5] KAPLAN NL, 1988, GENETICS, V120, P819

[6] KARLIN S, 1981, 2ND COURSE STOCHASTI

[7] Kingman J.F.C., 1982, J APPL PROBAB, V19, P27, DOI https://doi.org/10.2307/3213548

[8] Kingman J.F.C., 1982, STOCHASTIC PROCESS A, V13, P235, DOI [DOI 10.1016/0304-4149(82)90011-4, 10.1016/0304-4149(82)90011-4]

[9] LIMIT THEOREMS FOR STATIONARY DISTRIBUTIONS [J]. ADVANCES IN APPLIED PROBABILITY, 1975, 7 (03) : 561 - 575

[10] Press W. H., 1988, NUMERICAL RECIPES C, V2nd

[1] Billingsley P, 1968, CONVERGENCE PROBABIL

[2] EWENS WJ, 1979, MATH POPULATION GENE

[3] HUDSON RR, 1986, GENETICS, V113, P1057

[4] HUDSON RR, 1988, GENETICS, V120, P831

[5] KAPLAN NL, 1988, GENETICS, V120, P819

[6] KARLIN S, 1981, 2ND COURSE STOCHASTI

[7] Kingman J.F.C., 1982, J APPL PROBAB, V19, P27, DOI https://doi.org/10.2307/3213548

[8] Kingman J.F.C., 1982, STOCHASTIC PROCESS A, V13, P235, DOI [DOI 10.1016/0304-4149(82)90011-4, 10.1016/0304-4149(82)90011-4]

[9] LIMIT THEOREMS FOR STATIONARY DISTRIBUTIONS [J]. ADVANCES IN APPLIED PROBABILITY, 1975, 7 (03) : 561 - 575

[10] Press W. H., 1988, NUMERICAL RECIPES C, V2nd