The gametic algebra for polyploidy with several loci.
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.
D003433:Crosses, Genetic; D008433:Mathematics; D008957:Models, Genetic; D011123:Polyploidy