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 more strong analogue to Euclidean algorithm for algebras with more than one generators. In this article, we will give a brief introduction to this theory in commutative case with examples.

Click here to download the full article.

Print Friendly
The following two tabs change content below.

Soutrik Roy Chowdhury

Latest posts by Soutrik Roy Chowdhury (see all)

READ:   Indian Science Academies Summer Research Fellowships 2013
No Comments

Sorry, the comment form is closed at this time.