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Polymake
Polymake is software for the algorithmic treatment of convex polyhedra. Albeit primarily a tool to study the combinatorics and the geometry of convex…
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Related topics
Related topics
20 relations
Algorithm
C++
Convex hull algorithms
Ehrhart polynomial
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Broader (2)
Computational geometry
Mathematical software
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2018
2018
Matroidal subdivisions, Dressians and tropical Grassmannians
Benjamin Schröter
2018
Corpus ID: 126119293
The Grassmannian is the vanishing locus of the Plücker ideal Id,n and the moduli space of all d-dimensional linear subspaces in n…
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Review
2018
Review
2018
Toric geometry in polymake
L. Kastner
,
Benjamin Lorenz
,
Andreas Paffenholz
,
Anna-Lena Winz
ACCA
2018
Corpus ID: 28927566
We give an overview of the application 'fulton' for toric geometry of the software framework polymake. Using two-dimensional…
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2017
2017
Random Comments on polymake ’ s Design
M. Joswig
2017
Corpus ID: 6887838
1 Types and defined semantics for all objects polymake is software for the working mathematician. Therefore, its goal is to…
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2014
2014
H-Representation of the Kimura-3 Polytope
M. Mauhar
,
Joseph P. Rusinko
,
Zoe Vernon
2014
Corpus ID: 1877231
Given a group-based Markov model on a tree, one can compute the vertex representation of a polytope which describes the…
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2014
2014
Computing convex hulls and counting integer points with polymake
Benjamin Assarf
,
Ewgenij Gawrilow
,
+4 authors
Thomas Rehn
2014
Corpus ID: 265097506
The main purpose of this paper is to report on the state of the art of computing integer hulls and their facets as well as…
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2014
2014
Sphere Recognition: Heuristics and Examples
M. Joswig
,
F. Lutz
,
Mimi Tsuruga
2014
Corpus ID: 16935410
Heuristic techniques for recognizing PL spheres using the topological software polymake are presented. These methods have been…
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2014
2014
polymake in Linear and Integer Programming
Benjamin Assarf
,
Ewgenij Gawrilow
,
+4 authors
Thomas Rehn
2014
Corpus ID: 125219714
2014
2014
Statement of Research
Mimi Tsuruga
2014
Corpus ID: 15683856
I am a doctoral student working under the supervision of Dr. Frank Lutz at the Technische Universität Berlin in Germany. In my…
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2012
2012
Exact and approximate algorithms for resultant polytopes
I. Emiris
,
Vissarion Fisikopoulos
,
Christos Konaxis
2012
Corpus ID: 52084298
We develop an incremental algorithm to compute the Newton polytope of the resultant, aka resultant polytope, or its projection…
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2003
2003
Extremal Constructions for Polytopes and Spheres
Julian Pfeifle
2003
Corpus ID: 124267302
Acknowledgements It is only fitting to continue the tradition and cite Manuel Abellanas [1] in first place. Without him and his…
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