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15
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Advices for my thesis, Minkowski Decomposition

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#matrices #convex-analysis #computational-geometry #polytopes #convex-geometry
127
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Creating a cone and subcone(s) to determine polytopes

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#matrices #algorithms #computational-geometry #polyhedra #polytopes
110
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Terminology related to tangent cones of polygons

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#polygons #polytopes #convex-geometry
29
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Does anyone know of any specific "eutactic hyperstars"?

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#representation-theory #lie-groups #algebraic-groups #combinatorial-geometry #polytopes
53
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Are the roots of E6 in 9-space ever treated as an orthogonal projection of a set of points in 11-space?

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#lie-algebras #algebraic-groups #combinatorial-geometry #polytopes #root-systems
44
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Cases of quasi-coincident "almost orthogonal" projections of n-dimenstional polytopes in (n-k)-spaces

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#linear-algebra #representation-theory #combinatorial-geometry #polytopes
2.1k
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A full dimensional polyhedron has at least $n+1$ vertices

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#convex-analysis #polyhedra #polytopes #convex-geometry #convex-hulls
69
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What does it mean polynomials share Newton polytope?

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#polynomials #polytopes
51
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$E_6$, $E_8$, and Coxeter's (anti-)prismatic projections of the n-dimensional cross-polytopes

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#algebraic-groups #polytopes #root-systems
57
Views

Mixed volume of three squares

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#polynomials #systems-of-equations #volume #polytopes
140
Views

What is the connection between these quantities?

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#combinatorial-geometry #polytopes
91
Views

What is the complete decomposition of $E_8$ roots in terms of the objects $A_0$, $A_1$, $A_2$, $B_0$, and $B_1$

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#lie-algebras #algebraic-groups #polytopes #root-systems
139
Views

Is this "co-location" of two $E_6$'s, two $F_4$'s, and one $E_8$ possible?

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#algebraic-groups #polytopes #root-systems #coxeter-groups
74
Views

Lemke Howson Algorithm, Whats is the meaning of projection to polytop?

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#game-theory #polytopes #nash-equilibrium
1.6k
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Alternative to Ziegler's "Lectures on Polytopes"

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#reference-request #polytopes

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