| Robertson, A. (1970). A theory of limits in artificial selection with many loci. In Kojima, L. (Ed.), Mathematical Topics in population Genetics (pp. 246--288), New York: Springer. |
....equations for S(t) are proposed [Bulmer, 1980] Falconer, 1981] Unfortunately these equations are not useful in the case of haploid organisms as used in the BGA. Therefore, we can only apply the research methods of quantitative genetics, not the results. Our approach has been influenced by Robertson [1970], who wrote : We may by conventional analysis discover that factor A and factor B have significant effects and that there is a significant interaction between them. It is however much more useful to find that an analysis in terms of, say, A B accounts for almost all the variations due to both ....
Robertson, A. (1970). A theory of limits in artificial selection with many loci. In L. Kojima, editor, " Mathematical Topics in population Genetics", pages 246--288, New York, Springer.
....are proposed (Bulmer, 1980) Falconer, 1981) Unfortunately these equations are not useful in the case of haploid organisms as used in our BGA. Therefore, we can only apply the research methods of quantitative genetics, not the results. Our approach has been influenced by Robertson, who wrote in (Robertson, 1970): We may by conventional analysis discover that factor A and factor B have significant effects and that there is a significant interaction between them. It is however much more useful to find that an analysis in terms of, say, A B accounts for almost all the variations due to both factors. In ....
Robertson, A. (1970). A theory of limits in artificial selection with many loci. In Kojima, L. (Ed.), Mathematical Topics in population Genetics (pp. 246--288), New York: Springer.
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Robertson, A. (1970). A theory of limits in artificial selection with many loci. In Kojima, L. (Ed.), Mathematical Topics in population Genetics (pp. 246--288), New York: Springer.
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