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TRAIN ALGEBRAS GENETIC ALGEBRAS
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algebra for simple algebra homomorphism algebra of rank algebra OL algebra with weight alleles associative algebra Assume baric algebra basis elements basis of OL Bernstein algebra canonical basis characteristic polynomial chromosome coefficients commutative algebra commutative duplicate converges corresponding defined definition difference equation Etherington 27 exactly one idempotent following theorem Furthermore gametic genetic realization genotypes given Gonshor 45 Gonshor genetic algebra Hence Heuch Holgate 68 ideal of OL idempotent isomorphic kerco left and right left Gonshor genetic left transformations lemma Let OL linear mapping Ljubic locus lower triangular matrices m+1)-dimensional Math Mendelian inheritance multiplication constants multiplication table mutation nilpotent obtain plenary powers population random mating rank equation recombination respect right train roots satisfy Schafer genetic segregation rates sequence of plenary sex linked simple Mendelian inheritance special train algebra stochastic matrix subalgebra tensor product train equation train roots vector space weakly left weight homomorphism zygotic algebra