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  1. Yangon University of Education
  2. Department of Mathematics

Hilbert Basis Theorem and Grobner Basis for Polynomial Ideals

http://hdl.handle.net/20.500.12678/0000005335
91d710ea-9894-48de-aca5-7e489d627cac
79fbc093-5f4f-4dd8-b970-9ab4dcebafa2
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Hilbert Hilbert Basis Theorem and Grobner Basis for Polynomial Ideals.pdf (108 Kb)
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Publication type Journal article
Upload type Publication
Title
Hilbert Basis Theorem and Grobner Basis for Polynomial Ideals
en
Publication date 2020
Authors
Lwin Mar Htun
Sandar
Description
This paper is an exposition of Hilbert Basis Theorem and Grobner Basis. We first recall
some basis concepts of the ideal theory and Hilbert Basis theorem for Polynomial ideals.
Hilbert Basis Theorem states that every polynomial ideal is finitely generated. Then we
discuss the Grobner Basis for polynomial ideals which is an essential tool for
computational Algebraic Geometry.
Journal articles
2
Yangon University of Education Research Journal
171-175
Vol.10
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