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Integer Points in Polyhedra — Geometry, Number Theory, Algebra, Optimization

Alexander Barvinok, Matthias Beck, Christian Haase, Bruce Reznick, Volkmar Welker, editors
Publisher: 
American Mathematical Society
Publication Date: 
2005
Number of Pages: 
191
Format: 
Paperback
Series: 
Contemporary Mathematics 374
Price: 
59.00
ISBN: 
0-8218-3459-2
Category: 
Proceedings
We do not plan to review this book.
* J. Agapito -- A weighted version of quantization commutes with reduction for a toric manifold
* M. Beck, J. A. De Loera, M. Develin, J. Pfeifle, and R. P. Stanley -- Coefficients and roots of Ehrhart polynomials
* B. Chen -- Ehrhart polynomials of lattice polyhedral functions
* Y. Chen, I. Dinwoodie, A. Dobra, and M. Huber -- Lattice points, contingency tables, and sampling
* C. Cochet -- Kostka numbers and Littlewood-Richardson coefficients
* C. Haase -- Polar decomposition and Brion's theorem
* P. Hersh and V. Welker -- Gr”bner basis degree bounds on Tor$^{k[\Lambda ]}_\bullet(k,k)_\bullet$ and discrete Morse theory for posets
* J. B. Lasserre -- Integer programming duality and superadditive functions
* F. Santos -- The Cayley trick and triangulations of products of simplices
* M. Beck, B. Chen, L. Fukshansky, C. Haase, A. Knutson, B. Reznick, S. Robins, and A. Schrmann -- Problems from the Cottonwood Room

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