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Polynomial identities in ring theory, Volume 84 (Pure and Applied Mathematics)
Polynomial identities in ring theory, Volume 84 (Pure and Applied Mathematics)
Date: 27 May 2011, 05:02

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One of the main goals of algebraists is to find large, natural classes of rings which can be analyzed in depth. An early example was M„(F), the algebra of nxn matrices over a field F, for varying n and F; by the beginning of this century, the structure of M„(F) was well known. Then, much important work was done on finite dimensional algebras over a field; Albert [6IB] (written in 1939 and dealing exclusively with finite dimensional algebras) is still authoritative in many aspects.

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