Winfried Bruns - Dokumente zum Namen - alle Infos bei Yasni.de

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arXivhttps://arxiv.org › mathPolytope volume by descent in the face lattice and applications in social ...

arxiv.org

von W Bruns · · Zitiert von: 11 — Title:Polytope volume by descent in the face lattice and applications in social choice. Authors:Winfried Bruns, Bogdan Ichim. Download a PDF ...

arXivhttps://arxiv.org › math[math ] h-vectors of Gorenstein polytopes

arxiv.org

von W Bruns · · Zitiert von: 125 — h-vectors of Gorenstein polytopes. Authors:Winfried Bruns, Tim Roemer.

[math ] Problems and algorithms for affine semigroups

arxiv.org

From: Winfried Bruns [view email] [v1] Sat, 13 Jan :05:14 UTC (30 KB) [v2] Mon, 7 May :30:58 UTC (30 KB) [v3] Wed, 25 Jul :33:03 UTC ...

On the enumeration of lattice points in polytopesauth.gr

users.auth.gr

Winfried Bruns, Universität Osnabrück. Let P ⊂ Rn be a lattice polytope, i. e.the convex hull of finitely many points of the integral lattice Zn. A ... › alntlo › brunsabstract

[ ] Normaliz: Algorithms for Affine Monoids and Rational Cones

arxiv.org

Title: Normaliz: Algorithms for Affine Monoids and Rational Cones. Authors: Winfried Bruns, Bogdan Ichim. (Submitted on 15 Oct (v1), last revised 1 Mar (this version, v2)). Abstract: Normaliz is a program for solving linear systems of inequalities. In this paper we present the algorithms implemented in the program, ...

Stanley decompositions and Hilbert depth in the Koszul complexSemantic Scholar

pdfs.semanticscholar.org

von W Bruns · Zitiert von: 52 — with Ui [ Vi D f1;:::;ng, Ui \ Vi D ;. Thus. depthH d ” jUi j Ä n d for all i. Winfried Bruns. Stanley decompositions and Hilbert ... › ...

[ ] Unimodular triangulations of simplicial cones by short...

arxiv.org

Authors:Michael von Thaden, Winfried Bruns. (Submitted on 20 Jan (v1), last revised 17 Feb (this version, v2)). Abstract: We establish a bound for the ...

[ ] The power of pyramid decomposition in Normaliz

arxiv.org

Submission history. From: Winfried Bruns [view email] [v1] Sat, 9 Jun :33: 37 GMT (26kb) [v2] Mon, 6 Aug :02:09 GMT (27kb)

[ ] The quest for counterexamples in toric geometry

arxiv.org

Authors: Winfried Bruns. (Submitted on 9 Oct (v1), last revised 27 Jan (this version, v2)). Abstract: We discuss an experimental approach to open problems in toric geometry: are smooth projective toric varieties (i) projectively normal and (ii) defined by degree 2 equations? We discuss the creation of lattice ...

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Vorname "Winfried" (8062)
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Dokumente zum Namen Winfried Bruns