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2004•arXiv (Cornell University)Open access

A Minimal Groebner Basis for the Defining Ideals of Certain Affine Monomial Curves

Ibrahim Al-Ayyoub

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Abstract

In this article we produce Groebner bases for the defining ideal of a monomial curve that corresponds to an almost arithmetic sequence of positive integers, correcting previous work of Sengupta,(2003).

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In this article we produce Groebner bases for the defining ideal of a monomial curve that corresponds to an almost arithmetic sequence of positive integers, correcting previous work of Sengupta,(2003).

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Available abstract

In this article we produce Groebner bases for the defining ideal of a monomial curve that corresponds to an almost arithmetic sequence of positive integers, correcting previous work of Sengupta,(2003).

Key concepts: Monomial, Gröbner basis, Mathematics, Monomial basis, Affine transformation, Sequence (biology), Monomial ideal, Ideal (ethics)

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