Abstract
Quantitative genetic theory provides models to predict the probability to obtain superior recombinant inbreds in the offspring of a cross between two pure breeding lines. The prediction procedure is prone to various types of error, which possibly invalidate the prediction procedure: 1) stochastic variation, 2) incorrectness of the genetic assumptions, on which the theory is founded, and 3) genotype- environment interaction, in particular intergenotypic competition. The predictive value of the procedure is evaluated by studying the effects of the individual sources of error.
Chapter 2 deals with stochastic variation; it establishes the superiority of an alternative estimator of the additive genotypic variance under most practical circumstances. Chapter 2 also presents a method to optimize the population design (number of lines, size of the lines) with respect to the accuracy of the estimator.
Chapter 3 investigates various violations of the assumptions, on which the theory is founded, such as non-normality of genotypic effects, heteroscedasticity, and fixed versus random effects.
Chapters 4 and 5 investigate the bias on the estimates of the F∞- mean and -variance, respectively, caused by intergenotypic competition.
| Original language | Dutch |
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| Qualification | Doctor of Philosophy |
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| Award date | 29 Nov 1989 |
| Place of Publication | Wageningen |
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| Publication status | Published - 29 Nov 1989 |
Keywords
- quantitative genetics
- plant breeding
- methodology