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Euclidean algorithm

A collection of 1 post
commutative algebra

A short introduction to Grobner bases for commutative algebra

Grobner bases, an important tool in both commutative and non-commutative algebra serve many purposes including it’s main purpose to study the structure of $$A/I$$, where $$A$$ is a K algebra and $$I subset A$$ is an ideal. Grobner bases can also be thought as an even
Sep 12, 2015
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