A lower bound theorem for Ehrhart polynomials of convex polytopes
From MaRDI portal
Publication:1333223
DOI10.1006/aima.1994.1042zbMath0807.52011OpenAlexW2036854788MaRDI QIDQ1333223
Publication date: 19 February 1995
Published in: Advances in Mathematics (Search for Journal in Brave)
Full work available at URL: http://hdl.handle.net/2115/68864
Related Items
Universal inequalities in Ehrhart theory, The \(\delta\)-vectors of reflexive polytopes and of the dual polytopes, Inequalities and Ehrhart $\delta $-vectors, Graded Cohen-Macaulay domains and lattice polytopes with short \(h\)-vector, Unimodality questions for integrally closed lattice polytopes, Ehrhart polynomials of convex polytopes with small volumes, Local \(h\)-polynomials, invariants of subdivisions, and mixed Ehrhart theory, Boundary \({\boldsymbol{H^\ast}}\) -Polynomials of Rational Polytopes, Ehrhart tensor polynomials, Unimodality of \(\delta \)-vectors of lattice polytopes and two related properties, Self dual reflexive simplices with Eulerian polynomials, Hermite normal forms and \(\delta \)-vectors, Castelnuovo polytopes, Unnamed Item, Roots of Ehrhart polynomials arising from graphs, Some results on Ehrhart polynomials of convex polytopes, Rational polytopes with Ehrhart coefficients of arbitrary period, Ehrhart polynomial roots of reflexive polytopes, Weighted Ehrhart theory and orbifold cohomology, Linear and nonlinear inequalities concerning a certain combinatorial sequence which arises from counting the number of chains of a finite distributive lattice, Lattice polytopes having \(h^*\)-polynomials with given degree and linear coefficient, Best possible lower bounds on the coefficients of Ehrhart polynomials, Flat \({\delta}\)-vectors and their Ehrhart polynomials, Dual polytopes of rational convex polytopes, Periods of Ehrhart coefficients of rational polytopes, Ehrhart series and lattice triangulations, The many aspects of counting lattice points in polytopes, Shifted symmetric \(\delta \)-vectors of convex polytopes, Universal conditions on \(h^*\)-vectors of lattice simplices, Star-Shaped Complexes and Ehrhart Polynomials, Sectional genus and the volume of a lattice polytope, Lower bounds on the coefficients of Ehrhart polynomials, Roots of Ehrhart polynomials of Gorenstein Fano polytopes, Blichfeldt-type inequalities and central symmetry, Non-spanning lattice 3-polytopes, Enumeration of lattice polytopes by their volume, Ehrhart theory for Lawrence polytopes and orbifold cohomology of hypertoric varieties, Motivic Integration on Toric Stacks, THE BOUNDARY VOLUME OF A LATTICE POLYTOPE, The characterisation problem of Ehrhart polynomials of lattice polytopes, An Eisenbud-Goto-type upper bound for the Castelnuovo-Mumford regularity of fake weighted projective spaces, The $h^{*}$-polynomial of the cut polytope of $K_{2,m}$ in the lattice spanned by its vertices
