Some Theoretical Aspects of Analysis in Half Diallel
M. K. Singh, Rekha Singh
Abstract
M. K. Singh, Rekha Singh
Abstract
Abstract The analysis of F1 and F2 half diallel has been discussed as compared to full diallel without reciprocal effects given by MATHER and JINKS (1971). In practice, mostly the half diallel (one‐way) crosses are prepared and erroreously analysed using the least square estimates of full diallel without reciprocal effects. The H1 and H2, however, appeared to be over estimated when full diallel without reciprocal effects estimates were used in place of those of half diallel. Least square estimates were also obtained assuming heterogeneity of error components between parents and F1/F2 families.
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Abstract The analysis of F1 and F2 half diallel has been discussed as compared to full diallel without reciprocal effects given by MATHER and JINKS (1971). In practice, mostly the half diallel (one‐way) crosses are prepared and erroreously analysed using the least square estimates of full diallel without reciprocal effects. The H1 and H2, however, appeared to be over estimated when full diallel without reciprocal effects estimates were used in place of those of half diallel. Least square estimates were also obtained assuming heterogeneity of error components between parents and F1/F2 families.
Key concepts: Diallel cross, Reciprocal, Statistics, Mathematics, Biology, Agronomy, Philosophy, Linguistics