The Hardy-Weinberg principle provides the mathematical framework for genetic equilibrium.
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Weinberg developed the principle of genetic equilibrium independently of British mathematician G . H . Hardy.
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Because allelic dominance can disrupt predictions of equilibrium, some models have moved away from using genetic equilibrium as an assumption.
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This can have implications for conservation, where genetic equilibrium can be used as a marker of a healthy and sustainable population.
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However, genetic equilibrium-based modeling remains a tool in population and conservation genetics-it can provide invaluable information about previous historical processes.
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Genetic equilibrium itself, whether Hardy-Weinberg or otherwise, provides the groundwork for a number of applications, in including population genetics, conservation and evolutionary biology.
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Cothran considered the herd to be in genetic equilibrium, although he cautioned that a minimum of 120 breeding-age animals should be kept on the range to maintain the genetic health of the herd.
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In fact, although a large population size is a required condition for genetic equilibrium according to Hardy-Weinberg, some have argued that a large population size can actually slow the approach to genetic equilibrium.
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In fact, although a large population size is a required condition for genetic equilibrium according to Hardy-Weinberg, some have argued that a large population size can actually slow the approach to genetic equilibrium.
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Before 1943, the concepts in genetic equilibrium that are known today as the Hardy-Weinberg principle had been known as " Hardy's law " or " Hardy's formula " in English-language texts.
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