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Application of Finite Absorbent Markov Chains to Sib Mating Populations with Selection
Jose A. Bosso, Oscar M. Sorarrain and Ewald E. A. Favret
Vol. 25, No. 1 (Mar., 1969), pp. 17-26
Published by: International Biometric Society
Stable URL: http://www.jstor.org/stable/2528674
Page Count: 10
You can always find the topics here!Topics: Absorbents, Matrices, Inbreeding, Markov chains, Biometrics, Genotypes, Mathematical moments, Alleles
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The general theory of Markov chains has been described by several authors: Kemeny and Snell , Bharucha Reid , Feller , Takacs , among others. Although the treatment given by Bharucha Reid is undoubtedly the most complete among those mentioned, Kemeny and Snell's approach is quite adequate for discrete chains in space and time when the number of possible states is finite, as is the case for several genetic models. Examples of application of the formalism developed by Kemeny and Snell to sib mating populations with selection are presented here. Kemeny and Snell give expressions for moments up to the second order in finite absorbing chains. New expressions for moments of the third and the fourth orders have been derived for these chains and are included in this paper as an appendix.
Biometrics © 1969 International Biometric Society