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Parallel Algorithms for Rational Cones and Affine Monoids / Parallele Algorithmen für rationale Kegel und affine MonoideSöger, Christof 22 April 2014 (has links)
This thesis presents parallel algorithms for rational cones and affine monoids which pursue two main computational goals: finding the Hilbert basis, a minimal generating system of the monoid of lattice points of a cone; and counting elements degree-wise in a generating function, the Hilbert series.
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