An Introduction to Genetic StatisticsWiley, 1957 - 545 стор. Elementary probability; Random mating populations; Elementary selection problems; The elementary stochastic theory of genetic populations; Inbreeding; The generation matrix theory of inbreeding; Tests of genetic hypotheses; The estimation of genetic parameters; The planning of experiments; Statistical problems in human genetics; The analysis of variation; The partition of variance; Multiple regression, correlation and adjustment of data, and path analysis; Inheritance of quantitative characters in a random mating population; Non-random mating deploid populations with one locus segregating; Correlation between relatives under inbreeding with one locus segregating; One-locus polyploid populations; Diploid populations with arbitrary number of segregating loci and arbitrary epistacy; Inbreeding with a arbitrary diploid population; Population derived from inbred lines; Infinitesimal equilibrium theory of assortative mating; Selection for quantitative characters. |
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CHAPTER PAGE | 1 |
CHAPTER PAGE | 14 |
RANDOM MATING POPULATIONS | 26 |
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a₁ AA Aa Aa x Aa AABB alleles analysis of variance binomial binomial distribution c₁ chapter coefficient of parentage consider correlation Cov F covariance degrees of freedom denoted distribution dominance deviations dominance variance effects epistacy equal equation estimate Eugen example expectation F₁ F₂ Fisher formula full-sibs gametic array gene frequency genetic genotypic array genotypic values genotypic variance given Haldane Hence heterozygotes homozygotes identical by descent inbred population individuals Kempthorne large number linkage loci locus Lond mating types matrix maximum likelihood mean squares method mutation n₁ n₂ normal distribution observations obtained offspring P₁ parameters path coefficients probability problem progeny proportion quantity random gene random mating random mating population random sample recessive roots segregation selection Sewall sire situation statistical sum of squares Suppose Table theory unity variables Wright x₁ zero

