Malcev-Moduln.
Minimally nonassociative Moufang loops with a unique nonidentity commutator are ring alternative
We investigate finite Moufang loops with a unique nonidentity commutator which are not associative, but all of whose proper subloops are associative. Curiously, perhaps, such loops turn out to be ``ring alternative'', in the sense that their loop rings are alternative rings.
Modular Bernstein algebras.
Moduln und Radikale von nichtassoziativen Ringen.
Moufang H*-algebras.