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Articles and books citing 4ti2
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- R. Hemmecke and P. Malkin. Computing generating sets of lattice
ideals. e-print arXiv:math.CO/0508359, 2005.
- R. Hemmecke. Test Sets for Integer Programs with Z -Convex
Objective. e-print arXiv:math.CO/0309154, 2003.
- R. Hemmecke. Exploiting Symmetries in the Computation of Graver
Bases. e-print arXiv:math.CO/0410334, 2004.
- R. Hemmecke. Computation of Atomic Fibers of Z-Linear
Maps. e-print arXiv:math.CO/0410289, 2004.
- K. Fukuda, A.N. Jensen, N. Lauritzen, R. Thomas. The generic
Gröbner walk. e-print arXiv:math.AC/0501345, 2005.
- N. Eriksson. Toric ideals of homogeneous phylogenetic
models. Proceedings of the 2004 international symposium on
Symbolic and algebraic computation, pages 149--154. ACM Press,
2004.
- P. Diaconis and N. Eriksson. Markov bases for noncommutative
Fourier analysis of ranked data. to appear in the Journal of
Symbolic Computation.
- M. Ahmed. Magic graphs and the faces of the Birkhoff
polytope. e-print arXiv:math.CO/0405181, 2004.
- Y. Chen, I.H. Dinwoodie, and S. Sullivant. Sequential
Importance Sampling for Multiway Tables. Annals of
Statistics, in press, 2006.
- Y. Chen, I.H. Dinwoodie, A. Dobra, and M. Huber. Lattice
Points, Contingency Tables, and Sampling. In Contemporary
Mathematics, Vol. 374, 65-78. American Mathematical Society,
2005.
- F. Rapallo. Toric Statistical Models: Binomial and Parametric
Representations. Preprint #498 Dipartimento di Matematica,
Universita' di Genova. Submitted, 2004.
- S. Aoki and A. Takemura. Invariant minimal Markov basis for
sampling contingency tables with fixed marginals. METR
Technical Report, 03-25, University of Tokyo, Japan.
- Computational Algebra and Combinatorics of Toric
Ideals. Lectures and tutorials from the workshop on
"Computational Algebra and Combinatorics", Harish Chandra
Research Institute, Allahabad, India, Dec 8-13, 2003, (Rekha
Thomas, Diane Maclagan, Sara Faridi, Leah Gold, A.V. Jayanthan,
Amit Khetan and Tony Puthenpurakal). To be published by the
Bhaskaracharya Prathisthana, Pune, India.