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15
27
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"Balanced" vertex graph in 3 dimensions or higher?

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#algebraic-graph-theory #simplex #polytopes
38
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Is this the only solution for $|r_k-r_{k'}|=\text{const}, k \neq k'$ for $k=0,..,4$ for 3 dimensions?

Published on
#vectors #polytopes
38
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Efficient construction of the strict interior of a polytope.

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#linear-algebra #convex-analysis #computational-geometry #polytopes
212
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Computing Coefficients of the Ehrhart Polynomial of a Tetrahedron

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#discrete-mathematics #algebraic-geometry #polyhedra #polytopes
84
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How to prove that $S=\{(x,y) \in \mathbb{R}^2 : x+y \leq 2 \}$ has no extreme points?

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#convex-analysis #linear-programming #polyhedra #polytopes #discrete-geometry
152
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How can I start looking for extreme points in convex polytopes?

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#convex-analysis #linear-programming #polyhedra #polytopes #discrete-geometry
40
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How to identify endpoints in convex polytopes with more variables than constraints?

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#convex-analysis #linear-programming #polyhedra #polytopes #discrete-geometry
111
Views

Vertices coordinates for the regular 4-polytopes in 4d

Published on
#polytopes
877
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Maximum number of vertices a polyhedron can have?

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#linear-programming #polyhedra #polytopes #discrete-geometry
55
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Second Coefficient of Ehrhart Polynomial

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#linear-algebra #polytopes
659
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Reference: Calabi-Yau toric varieties

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#algebraic-geometry #reference-request #convex-geometry #polytopes
162
Views

Can K6 be described as a set of adjacent 3-polytopes?

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#graph-theory #polytopes #discrete-geometry
142
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Toric variety associated to the cone over a polytope

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#abstract-algebra #algebraic-geometry #polytopes
526
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3d permutation matrices

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#combinatorics #reference-request #linear-programming #polytopes #latin-square
71
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Circumradius of trigonic

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#geometry #metric-spaces #euclidean-geometry #solid-geometry #polytopes

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