title: The gametic algebra for polyploidy with several loci.
abstract: In this paper it is shown that the genetic algebra of an infinitely large random mating population of polyploid individuals which differ at n linked loci, between which recombination may occur, is a genetic algebra. It has been assumed that at every locus there is a finite number of alleles and there is an arbitrary amount of double reduction.
mesh_terms: D003433:Crosses, Genetic; D008433:Mathematics; D008957:Models, Genetic; D011123:Polyploidy