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UC Davis Mathematics arXiv Preprints

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2001

1. math.NA/0112094 Stochastic spatial models of plant diseases. David H. Brown. Thesis 2001-5, formerly math.SC/0112094. math.NA (math.PR q-bio.OT).
2. math.MG/0112066 A generalization of Filliman duality. Greg Kuperberg (UC Davis). math.MG (math.CO).
3. math.QA/0111288 A Tensor Product Theorem Related To Perfect Crystals. Masato Okado, Anne Schilling, Mark Shimozono. Journal of Algebra 267 (2003) 212-245. math.QA (math.CO).
4. math.RT/0111271 On the restricted Lie algebra structure for the Witt Lie algebra in finite characteristic. Tyler J. Evans (UC Davis), Dmitry Fuchs (UC Davis). math.RT.
5. math.RT/0111090 Cohomology of Restricted Lie Algebras. Tyler J. Evans. math.RT (math.RA).
6. math/0111036 Fluctuations in the composite regime of a disordered growth model. Janko Gravner, Craig A. Tracy, Harold Widom. Commun. Math. Phys. 229 (2002), 433-458.. math.PR (physics.math-ph).
7. math/0110103 The Generalized Spike Process, Sparsity, and Statistical Independence. Naoki Saito. math.PR (math.NA math.OC math.RA math.ST q-bio.OT stat.TH).
8. math.AG/0110017 Generalized Tsen theorem and rationally connected Fano fibrations. Frederic Campana (Nancy), Thomas Peternell (Bayreuth), Aleksandr Pukhlikov (Moscow and Bayreuth). math.AG.
9. math.CO/0108150 Kasteleyn cokernels. Greg Kuperberg (UC Davis). Electron. J. Combin. 9 (2002), #R29. math.CO.
10. math.CO/0107229 On the largest eigenvalue of a sparse random subgraph of the hypercube. Alexander Soshnikov. UC Davis Math 2001-21. math.CO (math.PR physics.math-ph).
11. math.CO/0107214 q-Supernomial coefficients: From riggings to ribbons. Anne Schilling. UC Davis Math 2001-19. MathPhys Odyssey 2001, M. Kashiwara and T. Miwa (eds.), Birkhaeuser Boston, Cambridge, MA, 2002, pp. 437-454. math.CO (math.QA).
12. math.QA/0107186 Theta-functions on noncommutative tori. Albert Schwarz. UC Davis Math 2001-17. math.QA (physics.hep-th).
13. math.CO/0107123 On generating a diminimal set of polyhedral maps on the torus. Jennifer Henry. UC Davis Math Thesis 2001-2. math.CO (math.GT).
14. math.AG/0107119 Periods of Strebel Differentials and Algebraic Curves Defined over the Field of Algebraic Numbers. Motohico Mulase, Michael Penkava. math.AG (math.NT).
15. math.FA/0107118 On the limit of some Toeplitz-like determinants. Craig A. Tracy, Harold Widom. SIAM J. Matrix Anal. Appl. 23 (2002), 1194-1196. math.FA.
16. math.CO/0107066 Latin transversals of rectangular arrays. Sherman K. Stein. UC Davis Math 2001-15. math.CO.
17. math-ph/0106024 Some properties for the low-lying spectrum of the ferromagnetic, quantum XXZ spin system. Shannon Starr. physics.math-ph.
18. math.QA/0105017 Virtual crystals and fermionic formulas of type $D_{n+1}^{(2)}$, $A_{2n}^{(2)}$, and $C_n^{(1)}$. Masato Okado, Anne Schilling, Mark Shimozono. UC Davis Math 2001-8. Represent. Theory 7 (2003) 101-163. math.QA.
19. math.CO/0104286 Algebraic Unimodular Counting. Jesus A. De Loera, Bernd Sturmfels. math.CO (math.AC math.AG).
20. math.QA/0104268 Crystal bases and q-identities. Masato Okado, Anne Schilling, Mark Shimozono. Contemp. Math. 291 (2001) 29-53. math.QA (physics.math-ph).
21. math-ph/0104020 A General Method for Obtaining a Lower Bound for the Ground State Entropy Density of the Ising Model With Short Range Interactions. Lawrence Pack, Ram Anand Puri. physics.math-ph.
22. math.PR/0104113 A note on universality of the distribution of the largest eigenvalues in certain sample covariance matrices. Alexander Soshnikov. UC Davis Math 2001-4. math.PR (physics.math-ph).
23. math/0104083 Sparsity vs. Statistical Independence in Adaptive Signal Representations: A Case Study of the Spike Process. Bertrand Benichou, Naoki Saito. math.NA (math.ST q-bio.OT stat.TH).
24. math.OC/0104020 Self-scaled barriers for irreducible symmetric cones. Raphael A Hauser, Yongdo Lim. DAMTP 2001/NA04. math.OC (math.NA).
25. math.QA/0103190 A functor-valued invariant of tangles. Mikhail Khovanov. Algebr. Geom. Topol. 2 (2002) 665-741. math.QA.
26. math.AP/0101203 Well-posedness and global attractors for liquid crystals on Riemannian manifolds. Steve Shkoller. UC Davis Math 2001-1. math.AP.


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