Sex dependent genetic recombination rates for several loci
The authors study a genetic algebra obtained from the situation where there are linked loci with different recombination rates for the two sexes. They obtain a non-commutative algebra although a similar situation studied earlier gave rise to a commutative algebra (but with a larger dimension). The main part of the paper deals with the plenary powers of the algebra. This includes a formula for the plenary train roots of the zygotic algebra.
scientific article; zbMATH DE number 4170707