Combinatorial & Algebraic Geometry Seminar
Combinatorial & Algebraic Geometry Seminar
List of Talks given in 1999-2000
Monday, August 30 | Marcelo Aguiar, CRM, Université de Montréal Infinitesimal Hopf algebras and the cd-index of polytopes |
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Monday, September 13 | Yuri Berest, Cornell University Noncommutative projective geometry and ideal classes of the Weyl algebra |
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Monday, September 20 | Matthias Beck, Temple University The number of lattice points in rational polytopes |
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Monday, September 27 | Veit Elser, Cornell University Crystallography and Riemann surfaces |
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Monday, October 4 | Takayuki Hibi, Osaka University Upper bounds for the graded Betti numbers of simplicial complexes with a given f-vector |
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Monday, October 18 | Edward Swartz, Cornell University Matroids and quotients of spheres |
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Tuesday, October 19 | Edward Swartz, Cornell University Finite linear quotients of spheres |
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Monday, October 25 | Diane Maclagan, University of California at Berkeley Combinatorics of the toric Hilbert scheme |
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Monday, November 1 | Vesselin Gasharov, Cornell University Hilbert functions |
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Monday, November 8 | Matthias Beck, Temple University Polytopes, lattice points and photography |
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Monday, November 15 | Michael Stillman, Cornell University The toric Hilbert scheme |
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Monday, November 29 | Irena Peeva, Cornell University Koszul algebras |
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Monday, March 13 | Alex Tchernev, SUNY at Albany Homological properties of polynomial functors |
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Monday, March 27 | Leah Gold, Cornell University A bound on the multiplicity for codimension 2 lattice ideals |
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Monday, April 3 | Stephanie van Willigenburg, York University Pieri operators on posets |
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Monday, April 10 | Marc Chardin, Université Pierre et Marie Curie The canonical module and computational algebraic geometry |
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Monday, April 17 | Curtis Greene, Haverford College Posets, S_n characters, rational function identities and lattice point enumeration |
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Monday, April 24 | Konstantin Rybnikov, Cornell University Lattice vectors and lattice polytopes |
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Monday, May 1 | Francis Edward Su, Harvey Mudd College and Cornell University Three proofs of a polytopal generalization of Sperner's Lemma |