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http://hdl.handle.net/10662/19250
Títulos: | Limiting genotype frequencies of Y-linked genes with a mutant allele in a two-sex population |
Autores/as: | González Velasco, Miguel Gutiérrez Pérez, Cristina Martínez Quintana, Rodrigo |
Palabras clave: | Two-sex Galton–Watson branching process;Genotype frequencies;Mutant allele;Growth rate;Sex ratio;Proceso de Galton-Watson;Alelo mutante;Proporción de sexos;Tasa de crecimiento |
Fecha de publicación: | 2021 |
Editor/a: | MDPI |
Resumen: | A two-type two-sex branching process is considered to model the evolution of the number of carriers of an allele and its mutations of a Y-linked gene. The limiting growth rates of the different types of couples and males (depending on the allele, mutated or not, that they carry on) on the set of coexistence of both alleles and on the fixation set of the mutant allele are obtained. In addition, the limiting genotype of the Y-linked gene and the limiting sex frequencies on those sets are established. Finally, the main results have been illustrated with simulated studies contextualized in problems of population genetics. |
Descripción: | This is the final version of an article published by MDPI in Mathematics on 9 January 2021, available at: https://doi.org/10.3390/math9020131 It is deposited under the terms of the Creative Common CC BY license. |
URI: | http://hdl.handle.net/10662/19250 |
DOI: | 10.3390/math9020131 |
Colección: | DMATE - Artículos |
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