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Abstract
We introduce the multiplication algebra of a Bernstein algebra, establish its Peirce decomposition relative to an idempotent of A and state some basic properties of this algebra of endomorphtsms
†Sponsored by CNPq of Brazil, Proc. 300645/93-7
∗Sponsored by FONDECTY (Chile), Proyecto 1930843/94 and FAPESP, Proc. 95/0158-3. Presently, a visiting professor at IME-USP
†Sponsored by CNPq of Brazil, Proc. 300645/93-7
∗Sponsored by FONDECTY (Chile), Proyecto 1930843/94 and FAPESP, Proc. 95/0158-3. Presently, a visiting professor at IME-USP
Notes
†Sponsored by CNPq of Brazil, Proc. 300645/93-7
∗Sponsored by FONDECTY (Chile), Proyecto 1930843/94 and FAPESP, Proc. 95/0158-3. Presently, a visiting professor at IME-USP
