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15
168
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(LP problem) Find an optimal plane that contains a set of points in its positive half-space, such that it does not coincide with another plane

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#linear-algebra #linear-programming #computational-geometry #polytopes #point-cloud
294
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Check if convex polytope contained inside a union of convex polytopes?

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#general-topology #convex-analysis #computational-geometry #polytopes
184
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Lower bound for the number of edges in a Minkowski sum

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#combinatorics #reference-request #convex-analysis #convex-geometry #polytopes
197
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What are the facets of the Birkhoff Polytope when $n=2$?

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#discrete-mathematics #polytopes #discrete-geometry #birkhoff-polytopes
413
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$n$-sphere enclosing the Birkhoff polytope

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#general-topology #permutations #polytopes #relaxations #birkhoff-polytopes
626
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Polytope in Minkowski sum

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#convex-analysis #convex-geometry #polytopes
136
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Reformulation of inequality constraint

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#analysis #inequality #convex-analysis #linear-programming #polytopes
137
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Are (quasi-)regular polytopes uniquely determined by their edge graph?

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#geometry #graph-theory #combinatorial-geometry #polytopes
176
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Techniques for finding the edges of a 4-dimensional convex hull

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#geometry #euclidean-geometry #polytopes #convex-hulls
61
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Number of facets intersecting a face of a non-simple polytope

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#combinatorics #polytopes
69
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What is known about these "transparent" polytopes?

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#geometry #reference-request #terminology #convex-geometry #polytopes
87
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Is this construction of the "edge polytope" known?

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#geometry #reference-request #terminology #polytopes #convex-hulls
164
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In what sense are "projecting" and "taking sections" of polytopes dual operations?

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#geometry #duality-theorems #polytopes #projection #cross-sections
1.1k
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How to algorithmically find only the edges of a high dimensional convex hull?

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#geometry #algorithms #euclidean-geometry #polytopes #convex-hulls
282
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Are the corner hypercubera polytopes self-dual?

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#combinatorics #fractals #polyhedra #symmetric-matrices #polytopes

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