Teo Mora
Abstract
Buchberger Theory provides, for commutative polynomial rings, computational tools allowing to perform ideal theoretical operations. Such techniques are easily adapted to deal with similar problems in the non-commutative setting. I give here an elementary primer.
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Buchberger Theory provides, for commutative polynomial rings, computational tools allowing to perform ideal theoretical operations. Such techniques are easily adapted to deal with similar problems in the non-commutative setting. I give here an elementary primer.
Key concepts: Polynomial ring, Mathematics, Ideal (ethics), Ideal theory, Commutative property, Commutative ring, Polynomial, Primary ideal