| HWE | Hardy Weinberg Expectation |
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| H-W | Hardy-Weinberg |
| HWE | Hardy-Weinberg Equilibrium |
| Weinberg, Michel | <person> French pathologist, 1868-1940. See: Weinberg's reaction. (05 Mar 2000) |
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| Adanson, Michel | <person> French naturalist, 1727-1806. See: adansonian classification. (05 Mar 2000) |
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| Pachon, Michel | <person> French physiologist, 1867-1938. See: Pachon's method, Pachon's test. (05 Mar 2000) |
| Michel Levy scale of retardation colours | <microscopy> Colour chart plotting thickness of the anisotropic specimen, its birefringence (n1-n2) and its retardation in nanometres. Any one of the three variables can be determined if the other two are known. (05 Aug 1998) |
| Weinberg's reaction | A complement fixation test of the presence of hydatid disease. (05 Mar 2000) |
| Weinberg, Wilhelm | <person> German physician, 1862-1937. See: Hardy-Weinberg equilibrium, Hardy-Weinberg law. (05 Mar 2000) |
| Hardy-Weinberg equilibrium | <genetics> In a population containing the genotypes of AA, aa, and Aa, the frequency of AA will be p2, the frequency of aa will be q2, and the frequency of Aa will be 2 pq at equilibrium, where p is the frequency of A and q is the frequency of a. By the Hardy-Weinberg law, a ramdonly-mating population will eventually reach these frequencies and be at this equilibrium as long as there are no selection pressures on the population. (09 Oct 1997) |
| Hardy-Weinberg law | <genetics> This genetics law states that the frequencyof a given genotype will reach equilibrium in a randomly mating population and will stay constant over many generations in the absence of selection pressures. (09 Oct 1997) |
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