We present here a new approach for computing Groebner bases for bilateral modules over an effective ring. Our method is based on Weispfenning notion of restricted Groebner bases and related multiplication.
Buchberger-Weispfenning theory for effective associative rings / Ceria, Michela; Mora, Teo. - In: JOURNAL OF SYMBOLIC COMPUTATION. - ISSN 0747-7171. - 2017, 83:(2017), pp. 112-146. [10.1016/j.jsc.2016.11.008]
Buchberger-Weispfenning theory for effective associative rings
Ceria, Michela;
2017-01-01
Abstract
We present here a new approach for computing Groebner bases for bilateral modules over an effective ring. Our method is based on Weispfenning notion of restricted Groebner bases and related multiplication.File in questo prodotto:
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Weispfenning.pdf
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