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[ ] Cone-volume measures of polytopes
arxiv.org
Submission history. From: Martin Henk [view email] [v1] Thu, 23 May :20:55 GMT (13kb) [v2] Wed, 27 Nov :07:49 GMT (15kb).
Henk, Martin [WorldCat Identities]
worldcat.org
Der IBM-Personal-Computer by Martin Henk( Book ) 3 editions published between and in German and held by 27 WorldCat member libraries worldwide.
Affine subspace concentration conditions for centered polytopesWiley
londmathsoc.onlinelibrary.wiley.com
von A Freyer · · Zitiert von: 1 — Martin Henk,. Martin Henk. Technische Universität Berlin, Institut für Mathematik, Berlin, Germany. Search for more papers by this author. › ...
DOCUMENTA MATHEMATICA, Vol. Extra Volume: Optimization Stories...
www.math.uni-bielefeld.de
DOCUMENTA MATHEMATICA, Vol. Extra Volume: Optimization Stories (2012), Martin Henk . Löwner--John Ellipsoids Mathematics Subject Classification: …
[ ] Distance-sparsity transference for vertices of corner...
arxiv.org
· Distance-sparsity transference for vertices of corner polyhedra. Authors:Iskander Aliev, Marcel Celaya, Martin Henk, Aled Williams · Download ...
[ ] On a discrete John-type theorem
arxiv.org
Authors:Sören Lennart Berg, Martin Henk. (Submitted on 10 Apr 2019). Abstract: As a discrete counterpart to the classical John theorem on the approximation of ...
[ ] Affine Subspace Concentration Conditions for ...arXiv
arxiv.org
von A Freyer · · Zitiert von: 1 — Authors:Ansgar Freyer, Martin Henk, Christian Kipp · Download PDF. Abstract: Recently, K.-Y. Wu introduced affine subspace concentration ... › math
Masthead, Advances in Geometry | advgeom masthead4 |...
www.deepdyve.com
Eiichi Bannai, Fukuoka. Frank Duzaar, Erlangen. Patrick Eberlein, Chapel Hill. Graziano Gentili, Florence. Martin Henk, Magdeburg. Michael Joswig, Darmstadt.
[math ] Polynomial inequalities representing polyhedra
arxiv.org
Title: Polynomial inequalities representing polyhedra. Authors: Hartwig Bosse (TU Berlin), Martin Groetschel (ZIB, Berlin), Martin Henk (Magdeburg). (Submitted on 14 Jul 2003). Abstract: Our main result is that every n-dimensional polytope can be described by at most (2n-1) polynomial inequalities and, ...
Frontmatter, Advances in Geometry | advgeom Frontmatter...
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Graziano Gentili, Florence. Martin Henk, Berlin. Michael Joswig, Berlin. William M. Kantor, Eugene. Gábor Korchmáros, Potenza. Alexander Kreuzer, Hamburg.
[math ] Successive Minima and Lattice Points
arxiv.org
Submission history From: Martin Henk [view email] [v1] Fri, 12 Apr :27:13 GMT (9kb)
DOCUMENTA MATHEMATICA: Extra Volume: Optimization Stories (2012)
www.math.uni-bielefeld.de
Extra Volume: Optimization Stories (2012) Abstract 2k, dvi.gz 17k, dvi 51k, ps.gz 181k, pdf 93k Martin Henk Löwner--John Ellipsoids Documenta Math.
[ ] Expected Frobenius numbers
arxiv.org
Submission history From: Martin Henk [view email] [v1] Wed, 14 Oct :48:29 GMT (8kb)
Henk Skript Mathe fuer Informatiker - StudocuStudocu
www.studocu.com
Dr. Martin Henk. http://fma2.math.uni-magdeburg.de/~henk/lectures/math4inf. http://shamash.math.uni-magdeburg.de/gilgamesh. › ... › Theoretische Informatik
Masthead, Advances in Geometry | advgeom frontmatter2 |...
www.deepdyve.com
Frank Duzaar, Erlangen. Patrick Eberlein, Chapel Hill. Graziano Gentili, Florence. Martin Henk, Magdeburg. Michael Joswig, Berlin. William M. Kantor, Eugene.
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