RINGS WITH A POLYNOMIAL IDENTITY IRVING KAPLANSKY 1. Introduction. In connection with his investigation of projective planes, M. Hall [2, Theorem 6.2]* proved the following theorem: a division ring D in which the identit - Projective connection - Document - PDFSEARCH.IO

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	RINGS WITH A POLYNOMIAL IDENTITY IRVING KAPLANSKY 1. Introduction. In connection with his investigation of projective planes, M. Hall [2, Theorem 6.2]* proved the following theorem: a division ring D in which the identit Add to Reading List Document Date: 2010-01-14 12:04:18 Open Document File Size: 609,36 KB Share Result on Facebook City Tokyo / / Facility UNIVERSITY OF CHICAGO / M. Hall / / Person IRVING KAPLANSKY / Jacobson / / ProvinceOrState Nova Scotia / / SocialTag Ring theory Algebraic structures Mathematical structures Algebras Polynomial Banach algebra Vector space Linear algebra Field Abstract algebra

RINGS WITH A POLYNOMIAL IDENTITY IRVING KAPLANSKY 1. Introduction. In connection with his investigation of projective planes, M. Hall [2, Theorem 6.2]* proved the following theorem: a division ring D in which the identitAdd to Reading List