Fractional Populations in Sex-linked Inheritance
Seung Pyo Lee, Myung-Hoon Chung, Chul Koo Kim, and Kyun Nahm
TL;DR
This paper investigates the mathematical modeling of fractional populations in sex-linked genetic diseases, deriving equations that account for mutation and selection, and analyzing specific cases like color blindness and hemophilia.
Contribution
It introduces a new mathematical framework for fractional populations in sex-linked inheritance, including solutions with mutation and selection effects.
Findings
Derived governing equations for fractional populations
Identified fixed points related to genetic diseases
Analyzed cases of color blindness and hemophilia
Abstract
We study the fractional populations in chromosome inherited diseases. The governing equations for the fractional populations are found and solved in the presence of mutation and selection. The physical fixed points obtained are used to discuss the cases of color blindness and hemophilia.
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Taxonomy
TopicsSystemic Lupus Erythematosus Research · Evolution and Genetic Dynamics · Mathematical and Theoretical Epidemiology and Ecology Models