FINITELY GENERATED NIL BUT NOT NILPOTENT EVOLUTION ALGEBRAS
FINITELY GENERATED NIL BUT NOT NILPOTENT EVOLUTION ALGEBRAS
To use evolution algebras to model population dynamics that both allow extinction and introduction of certain gametes in finite generations, nilpotency must be built into the algebraic structures of these algebras with the entire algebras not to be nilpotent if the populations are assumed to evolve for a long period …