A diffusion approximation for selection and drift in a subdivided population.
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[1] T. Ohta,et al. The Average Number of Generations until Fixation of a Mutant Gene in a Finite Population. , 1969, Genetics.
[2] M. Kimura,et al. Genetic variability and effective population size when local extinction and recolonization of subpopulations are frequent. , 1980, Proceedings of the National Academy of Sciences of the United States of America.
[3] O. Rhodes,et al. Effective sizes for subdivided populations. , 1993, Genetics.
[4] T. Maruyama,et al. On the fixation probability of mutant genes in a subdivided population. , 1970, Genetical research.
[5] T. Maruyama. Distribution of gene frequencies in a geographically structured population III. Distribution of deleterious genes and genetic correlation between different localities * , 1972, Annals of human genetics.
[6] M. Whitlock,et al. The effective size of a subdivided population. , 1997, Genetics.
[7] H. Gregorius,et al. On the concept of effective number. , 1991, Theoretical population biology.
[8] Sewall Wright,et al. Statistical genetics in relation to evolution , 1939 .
[9] M. Slatkin. Inbreeding coefficients and coalescence times. , 1991, Genetical research.
[10] T. Maruyama. Distribution of gene frequencies in a geographically structured finite population. I. Distribution of neutral genes and of genes with small efect. , 1972, Annals of human genetics.
[11] M. Nordborg. Structured coalescent processes on different time scales. , 1997, Genetics.
[12] W. Ewens. Mathematical Population Genetics , 1980 .
[13] S. Wright,et al. Genetics of Natural Populations. V. Relations between Mutation Rate and Accumulation of Lethals in Populations of Drosophila Pseudoobscura. , 1941, Genetics.
[14] T. Maruyama,et al. Effective number of alleles in a subdivided population. , 1970, Theoretical population biology.
[15] M Kimura,et al. SOLUTION OF A PROCESS OF RANDOM GENETIC DRIFT WITH A CONTINUOUS MODEL. , 1955, Proceedings of the National Academy of Sciences of the United States of America.
[16] Sewall Wright,et al. Breeding Structure of Populations in Relation to Speciation , 1940, The American Naturalist.
[17] M. Nei,et al. Effective population size, genetic diversity, and coalescence time in subdivided populations , 1993, Journal of Molecular Evolution.
[18] T. Maruyama. Distribution of gene frequencies in a geographically structured population: II.Distribution of deleterious genes and of lethal genes * , 1972, Annals of human genetics.
[19] Armando Caballero,et al. Developments in the prediction of effective population size , 1994, Heredity.
[20] N. Takahata. Genealogy of neutral genes and spreading of selected mutations in a geographically structured population. , 1991, Genetics.
[21] S. Wright,et al. Evolution and the Genetics of Populations: Volume 2, The Theory of Gene Frequencies , 1968 .
[22] S. Wright. Evolution in mendelian populations , 1931 .
[23] A. Caballero,et al. Effective size of populations under selection. , 1995, Genetics.
[24] M. Slatkin. FIXATION PROBABILITIES AND FIXATION TIMES IN A SUBDIVIDED POPULATION , 1981, Evolution; international journal of organic evolution.
[25] S. Wright,et al. Evolution in Mendelian Populations. , 1931, Genetics.
[26] Rannala,et al. The Sampling Theory of Neutral Alleles in an Island Population of Fluctuating Size , 1996, Theoretical population biology.
[27] John H.Gillespie. Population Genetics: A Concise Guide , 1997 .
[28] M. Slatkin. Gene flow and genetic drift in a species subject to frequent local extinctions. , 1977, Theoretical population biology.
[29] Armando Caballero,et al. Developments in predicting the effective size of subdivided populations , 1999, Heredity.
[30] M. Kimura. Stochastic processes and distribution of gene frequencies under natural selection. , 1955, Cold Spring Harbor symposia on quantitative biology.
[31] T. Maruyama,et al. A simple proof that certain quantities are independent of the geographical structure of population. , 1974, Theoretical population biology.