Details:
Title | Multiplicative Bases, Grobner Bases, and Right Grobner Bases | Author(s) | Edward L. Green | Type | Article in Journal | Abstract | In this paper, we study conditions on algebras with multiplicative bases so that there is a Grobner basis theory. We introduce right Grobner bases for a class of modules. We give an elimination theory and intersection theory for right submodules of projective modules in path algebras. Solutions to homogeneous systems of linear equations with coefficients in a quotient of a path algebra are studied via right Grobner basis theory. | Length | 23 | Copyright | Academic Press |
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| URL |
dx.doi.org/10.1006/jsco.1999.0324 |
Language | English | Journal | Journal of Symbolic Computation | Volume | 29 | Number | 4 | Pages | 601-623 | Publisher | Elsevier Science | Year | 2000 | Month | May | Translation |
No | Refereed |
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