| [176894] |
| Title: Vector space bases for the homogeneous parts in homogeneous ideals and graded modules over a polynomial ring. |
| Written by: Natalia Dück and Karl-Heinz Zimmermann |
| in: <em>International Journal of Pure and Applied Mathematics (IJPAM)</em>. June (2014). |
| Volume: <strong>93</strong>. Number: (6), |
| on pages: 835-844 |
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| Publisher: AP: |
| Series: 20140617-dueck-ijpam.pdf |
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| ISBN: 10.12732/ijpam.v93i6.9 |
| how published: 14-55 DuZi14c IJPAM |
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Note: khzimmermann, AEG
Abstract: In this paper, vector space bases for the homogeneous parts of homogeneous ideals and graded modules over a commutative polynomial ring are given using Gröbner bases.