ABSTRACT A computer solution to some of the methods of Mather, Allard, Castle-Wright, Powers, and logical extensions is described to reduce partially data from individual plants of the P 1 , P 2 , F 1 , F 2 , BC 1 and BC 2 , generations where quantitative or semi-quantitative character measures are involved. After deriving phenotypic variances, genetic variances, heritability, minimum factor number, and scale tests, an attempt is made to fit the data to a 1 locus hypothesis with indicated dominance, and to a 2 loci hypothesis with varying linkage, relative gene value, dominance, and parental genotypes. The algorithms and the genetical assumptions are given.
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