CONSTRUCTING BEZOUT DOMAINS Introduction. Techniques for constructing Bezout domains are described and recent examples are given
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arXiv:1002.3193v2 [math.RA] 28 Apr 2010
ON THE PRE-BÉZOUT PROPERTY OF WIENER ALGEBRAS ON THE DISC AND THE HALF-PLANE Raymond Mortini and Amol Sasane 1. Introduction Th
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On rings with divided nil ideal: a survey
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DUO, BЙZOUT AND DISTRIBUTIVE RINGS OF SKEW POWER SERIES
Bézout rings with almost stable range 1
AMALGAMATION OF RINGS DEFINED BY BÉZOUT-LIKE CONDITIONS
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BEZOUT IDENTITIES WITH INEQUALITY CONSTRAINTS Wayne M. Lawton Department of Mathematics National University of Singapore Lower Kent Ridge Road Singapore. - ppt download
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BI-AMALGAMATION OF RINGS DEFINED BY BÉZOUT-LIKE CONDITIONS
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Bezout rings and skew polynomials
ON φ-PR¨UFER RINGS AND φ-BEZOUT RINGS 1. Introduction We assume throughout that all rings are commutative with 1 = 0. Let R b
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BEZOUT DOMAINS AND ELLIPTIC CURVES 1. Introduction A Bezout domain is an integral domain such that any finitely generated ideal
