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Polytope

  • Geometry of Generalized Permutohedra

    Geometry of Generalized Permutohedra

  • Two Poset Polytopes

    Two Poset Polytopes

  • 1 Lifts of Polytopes

    1 Lifts of Polytopes

  • Uniform Polychora

    Uniform Polychora

  • Arxiv:1705.01294V1

    Arxiv:1705.01294V1

  • 15 BASIC PROPERTIES of CONVEX POLYTOPES Martin Henk, J¨Urgenrichter-Gebert, and G¨Unterm

    15 BASIC PROPERTIES of CONVEX POLYTOPES Martin Henk, J¨Urgenrichter-Gebert, and G¨Unterm

  • Frequently Asked Questions in Polyhedral Computation

    Frequently Asked Questions in Polyhedral Computation

  • REGULAR POLYTOPES in Zn Contents 1. Introduction 1 2. Some

    REGULAR POLYTOPES in Zn Contents 1. Introduction 1 2. Some

  • Arxiv:1409.4130V2

    Arxiv:1409.4130V2

  • On Some Polytopes Contained in the 0,1 Hypercube That Have a Small Chv´Atalrank

    On Some Polytopes Contained in the 0,1 Hypercube That Have a Small Chv´Atalrank

  • Puzzling the 120–Cell

    Puzzling the 120–Cell

  • The Value Function Polytope in Reinforcement Learning

    The Value Function Polytope in Reinforcement Learning

  • Lecture 2 - Introduction to Polytopes

    Lecture 2 - Introduction to Polytopes

  • Realizing Regular Polytopes Over Q

    Realizing Regular Polytopes Over Q

  • Polytope 335 and the Qi Men Dun Jia Model

    Polytope 335 and the Qi Men Dun Jia Model

  • The Volume Product of Convex Bodies with Many Hyperplane Symmetries Franck Barthe, Matthieu Fradelizi

    The Volume Product of Convex Bodies with Many Hyperplane Symmetries Franck Barthe, Matthieu Fradelizi

  • Regular Polytope Networks Federico Pernici, Matteo Bruni, Claudio Baecchi and Alberto Del Bimbo, Member, IEEE

    Regular Polytope Networks Federico Pernici, Matteo Bruni, Claudio Baecchi and Alberto Del Bimbo, Member, IEEE

  • On the Projection of the Regular Polytope { 5, 3, 3} Into a Regular Triacontagon

    On the Projection of the Regular Polytope { 5, 3, 3} Into a Regular Triacontagon

Top View
  • 18 SYMMETRY of POLYTOPES and POLYHEDRA Egon Schulte
  • H-REPRESENTATION of the KIMURA-3 POLYTOPE for the M-CLAW TREE∗
  • 1. Lecture I: Introduction to Polytopes and Face Enumeration
  • The Complete Enumeration of the 4-Polytopes and 3-Spheres with Eight Vertices
  • The Polytope Algebra
  • Real Polytopes
  • Infinite Families of Hypertopes from Centrally Symmetric Polytopes 3
  • E-Polytopes in Picard Groups of Smooth Rational Surfaces
  • Polytopes, Their Diameter, and Randomized Simplex
  • The Stars Above Us: Regular and Uniform Polytopes up to Four Dimensions Allen Liu Contents
  • Polygons, Polyhedra, and Polytopes
  • A Study of the Rigidity of Regular Polytopes
  • Regular Polytopes, Root Lattices, and Quasicrystals*
  • Polytopes with Euclidean Or Toroidal Faces and Vertex- Figures
  • 4D Polytopes and Their Dual Polytopes of the Coxeter Group AW 4 )( Represented by Quaternions
  • Lorentzian Lattices and E-Polytopes
  • Barn Raisings of Four-Dimensional Polytope Projections
  • Tensor Polytopes, Hom Polytopes, Hyper-Matrices and Data Clustering


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