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Ehrhart polynomial
Coefficients of the Solid Angle and Ehrhart Quasi-Polynomials
Ehrhart Theory for Lattice Polytopes
Triangulations of Integral Polytopes, Examples and Problems
147 Lattice Platonic Solids and Their Ehrhart
Tensor Valuations on Lattice Polytopes
LMS Undergraduate Summer School 2016 the Many Faces of Polyhedra
Ehrhart Polynomials of Matroid Polytopes and Polymatroids
Analytical Computation of Ehrhart Polynomials: Enabling More Compiler Analyses and Optimizations
Ehrhart Series and Lattice Triangulations
Ehrhart Positivity
Square Pyramidal Number 1 Square Pyramidal Number
Mixed Ehrhart Polynomials
Arxiv:2103.09073V1 [Math.CO] 16 Mar 2021 Counting Integral Directions with K-Dimensional Maximal Faces: Theorem 4.4
Math.NT] 4 Jun 2018 Hl Ou Npolytopes on Focus Shall Ie Set a Given Introduction Th Author
Stanley's Major Contributions to Ehrhart Theory
The Volume and Ehrhart Polynomial of the Alternating Sign Matrix Polytope
Residue Formulae for Verlinde Sums, and for Number of Integral Points in Convex Rational Polytopes
Computation of the Highest Coefficients of Weighted Ehrhart
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An Ehrhart Polynomial for a Dual of a Convex Polytope
Computing the Ehrhart Polynomial of a Convex Lattice Polytope*
Dictionary of Mathematics
Classification of Ehrhart Polynomials of Integral Simplices
Coefficients and Roots of Ehrhart Polynomials
Mixed Ehrhart Polynomials
THE EHRHART POLYNOMIAL of a LATTICE N-SIMPLEX
Q-Analogues of Ehrhart Polynomials Frédéric Chapoton
Discrete Volume Computations for Polyhedra Y
Generalized Permutohedra : Ehrhart Positivity and Minkowski Linear Functionals
Combinatorial Reciprocity Theorems
Computing the Ehrhart Quasi-Polynomial of a Rational Simplex
A Generalization the Ehrhart Polynomial for Simplices Dilated by Polynomials
Arxiv:1711.09962V2 [Math.CO] 31 Aug 2018 O Nyapasi Obntra Rbes Tas Per,Frinst for 75]
Combinatorial Reciprocity Theorems
Computing the Ehrhart Quasi-Polynomial of a Rational Simplex
Program of the Sessions San Diego, California, January 10–13, 2018
Fourier Transforms of Polytopes, Solid Angle Sums, and Discrete Volume