On moments of a polytope by Gravin, N, Pasechnik, D, Shapiro, B, Shapiro, M

On the skeleton of the metric polytope by Deza, A, Fukuda, K, Pasechnik, D, Sato, M

The polytope-collision problem by Almagor, S, Ouaknine, J, Worrell, J

“…Recently, it was shown that the problem is decidable for vector-space targets of dimension at most three, followed by another development showing that the problem is in PSPACE for polytope targets of dimension at most three. In this work, we take a dual look at the problem, and consider the case where the initial vector $x$ is replaced with a polytope $P_1$, and the target is a polytope $P_2$. …”

Scale-isometric polytopal graphs in hypercubes and cubic lattices : polytopes in hypercubes and Zn / by Deza, M., 1934-, Grishukhin, Viatcheslav, Shtogrin, Mikhail

Subjects:

A Special Role of Boolean Quadratic Polytopes among Other Combinatorial Polytopes by A. N. Maksimenko

“…For comparing two families of polytopes we use the following method. We say that a family…”
Get full text

The Gomory-Chvátal closure of a non-rational polytope is a rational polytope by Dunkel, Juliane, Schulz, Andreas S

“…The question as to whether the Gomory-Chvátal closure of a nonrational polytope is a polytope has been a longstanding open problem in integer programming. …”
Get full text
Get full text

Enumerating Triangulations of Convex Polytopes by Sergei Bespamyatnikh

Subjects: “…polytope…”
Get full text

Delannoy numbers and Legendre polytopes by Gábor Hetyei

Subjects: “…centrally symmetric polytopes…”
Get full text

Tsirelson Polytopes and randomness generation by Peter Bierhorst, Yanbao Zhang

“…We classify the extreme points of a polytope of probability distributions in the (2,2,2) CHSH-Bell setting that is induced by a single Tsirelson bound. …”
Get full text

The Thermomajorization Polytope and Its Degeneracies by Frederik vom Ende, Emanuel Malvetti

“…Moreover, using a geometric approach by studying the so-called thermomajorization polytope, we prove that any subspace in equilibrium can be brought out of equilibrium via thermal operations. …”
Get full text

Lorentzian Lattices and E-Polytopes by Adrian Clingher, Jae-Hyouk Lee

Subjects: Get full text

Permutation Polytopes of Cyclic Groups by Barbara Baumeister, Christian Haase, Benjamin Nill, Andreas Paffenholz

Subjects: Get full text

Polytopes from Subgraph Statistics by Alexander Engström, Patrik Norén

Subjects: “…polytopes…”
Get full text

Defining amplituhedra and Grassmann polytopes by Steven N. Karp

“…Lam (2015) gave a sufficient condition for the induced map Gr≥0 k,n → Grk,r to be well defined, in which case he called the image a Grassmann polytope. (In the case k = 1, Grassmann polytopes are just polytopes, and amplituhedra are cyclic polytopes.) …”
Get full text

Cutting convex polytopes by hyperplanes by Hibi, Takayuki, Li, Nan

“…Cutting a polytope is a very natural way to produce new classes of interesting polytopes. …”
Get full text

On shellings and subdivisions of convex polytopes by Chan, Clara S. (Clara Sophia)

Get full text

Combinatorial aspects of polytope slices by Li, Nan, Ph. D. Massachusetts Institute of Technology

Get full text

Polytopes, scattering amplitudes, and cohomology by Enciso, M

Subjects:

The sutured Floer homology polytope by Juhász, A

Factoring polynomials via polytopes by Salem, F, Gao, S, Lauder, A