Population genetics

Population genetics is the branch of genetics that studies inheritance processes within biological populations. It determines the relative frequency of homologous genes (alleles) in populations (gene frequency) and investigates their change under the influence of mutation, selection, random gene drift, the separation of subpopulations and gene flow between populations. It is of great importance in evolutionary research and in animal and plant breeding.

An important principle of population genetics is the Hardy-Weinberg law, independently discovered as early as 1908 by Wilhelm Weinberg and Godfrey Harold Hardy, which describes a state of equilibrium in purely random mating and in the absence of any selection, in which the frequency of alleles of a gene remains constant from generation to generation.

Population genetics became established as an independent branch of research in the 1920s, after Reginald Punnett had introduced Weinberg's and Hardy's discovery, which had previously gone almost unnoticed, into population biology as "Hardy's law" in 1917. The founders of this new branch of research were Sewall Wright, Ronald A. Fisher, and J. B. S. Haldane. In the 1930s and 1940s, population genetics made a significant contribution to the unification of the theory of evolution founded by Charles Darwin and the genetics of Gregor Mendel in the synthetic theory of evolution, which is still valid today, by helping to resolve the contradictions that existed between these theories.

The Hardy-Weinberg equilibrium is a theoretical construct to which no real population corresponds. In real populations, various mechanisms of selection are at work, which favour certain alleles over others. However, except in very small populations, this does not lead to the sole retention of the "fittest" genotype, but a certain diversity (polymorphism) always remains. The numerous reasons for this are also the subject of population genetics research. One of them is the frequently observed phenomenon of heterosis, which consists in the fact that heterozygous individuals are preferred by selection over homozygous individuals, i.e. they prove to be fitter. Conversely, inbreeding, i.e. the mating of genetically closely related or identical individuals, proves to be disadvantageous, which is due in particular to the increased occurrence of recessive genes.

Questions and Answers

Q: What is population genetics?


A: Population genetics is the branch of genetics which studies the genetic composition of populations.

Q: How does population genetics bring together different disciplines?


A: Population genetics brings together genetics, evolution, natural selection, breeding, statistics and mathematics.

Q: What tools are used in population genetics?


A: Mathematical and computer models are produced to study population genetics, as well as field research to test the models.

Q: How can mathematical and computer models be used in population genetics?


A: Mathematical and computer models can be used to simulate different scenarios related to population dynamics and genetic composition.

Q: What kind of research is done in order to understand population dynamics?


A: Field research is done to test mathematical and computer models that have been developed for understanding population dynamics.

Q: How does natural selection factor into the study of population genetics?


A: Natural selection plays a role in how populations evolve over time by influencing which individuals will survive and reproduce within a given environment.

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