| [176910] |
| Title: A variant of the Gröbner basis algorithm for computing Hilbert bases. |
| Written by: Natalia Dück and Karl-Heinz Zimmermann |
| in: <em>International Journal of Pure and Applied Mathematics (IJPAM)</em>. November (2012). |
| Volume: <strong>81</strong>. Number: (1), |
| on pages: 145-155 |
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| Publisher: AP: |
| Series: 20121116-dueck-ijpam.pdf |
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| how published: 12-04 DuZi12b IJPAM |
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Note: khzimmermann, AEG
Abstract: Gröbner bases can be used for computing the Hilbert basis of a numerical submonoid. By using these techniques, we provide an algorithm that calculates a basis of a subspace of a finite-dimensional vector space over a finite prime field given as a matrix kernel.