UC Davis Mathematics

UC Davis Mathematics arXiv Preprints


1.   arXiv:0912.2759 Improved mixing time bounds for the Thorp shuffle. Ben Morris. math.PR.
2.   arXiv:0912.2362 Painleve functions in statistical physics. Craig A. Tracy, Harold Widom. math.PR (physics.math-ph).
3.   arXiv:0912.1574 From the Anderson model on a strip to the DMPK equation and random matrix theory. S. Bachmann, W. De Roeck. physics.math-ph.
4.   arXiv:0911.5452 Tableaux in the Whitney Module of a Matroid. Andrew Berget. math.CO.
5.   arXiv:0911.4055 A polynomial-time algorithm for optimizing over N-fold 4-block decomposable integer programs. Raymond Hemmecke, Matthias Koeppe, Robert Weismantel. math.OC (math.CO).
6.   arXiv:0911.3982 The visual boundary of Z^2. Kyle Kitzmiller (San Diego State University), Matt Rathbun (University of California, Davis). math.MG.
7.   arXiv:0911.3675 High distance knots in closed 3-manifolds. Marion Moore (University of California, Davis), Matt Rathbun (University of California, Davis). math.GT.
8.   arXiv:0911.2051 Higher integrality conditions, volumes and Ehrhart polynomials. Fu Liu. math.CO.
9.   arXiv:0910.4417 Universal Structure and Universal PDE for Unitary Ensembles. Igor Rumanov. physics.math-ph.
10.   arXiv:0910.3136 Well-posedness in smooth function spaces for the moving-boundary 1-D compressible Euler equations in physical vacuum. Daniel Coutand, Steve Shkoller. math.AP.
11.   arXiv:0910.1636 Arctic circles, domino tilings and square Young tableaux. Dan Romik. math.PR (math.CO).
12.   arXiv:0910.1542 2-Group Representations for Spin Foams. Aristide Baratin, Derek K. Wise. AEI-2009-100. physics.hep-th (math.QA physics.gr-qc).
13.   arXiv:0909.5511 Abrams's stable equivalence for graph braid groups. Paul Prue (UC Davis), Travis Scrimshaw (UC Davis). math.GT.
14.   arXiv:0909.2845 Lieb-Robinson bounds and the existence of infinite system dynamics. Bruno Nachtergaele. physics.math-ph.
15.   arXiv:0909.2677 Gaussian Fluctuations of Eigenvalues in Wigner Random Matrices. Sean O'Rourke. math.PR (physics.math-ph).
16.   arXiv:0909.2442 Affine structures and a tableau model for E_6 crystals. Brant Jones, Anne Schilling. math.CO (math.QA).
17.   arXiv:0909.2249 On the Existence of the Dynamics for Anharmonic Quantum Oscillator Systems. Bruno Nachtergaele, Benjamin Schlein, Robert Sims, Shannon Starr, Valentin Zagrebnov. physics.math-ph (physics.quant-ph).
18.   arXiv:0909.1881 Denseness and Zariski denseness of Jones braid representations. Greg Kuperberg (UC Davis). math.QA (physics.quant-ph).
19.   arXiv:0908.2458 Promotion operator on rigged configurations of type A. Anne Schilling, Qiang Wang. The Electronic Journal of Combinatorics 17(1) (2010) R24. math.CO (math.QA).
20.   arXiv:0908.2267 Polynomial recursion formula for linear Hodge integrals. Motohico Mulase, Naizhen Zhang. math.AG (math.CO math.QA).
21.   arXiv:0908.1858 Renormalized Electron Mass in Nonrelativistic QED. Juerg Froehlich, Alessandro Pizzo. Commun.Math.Phys.294:439-470,2010. physics.math-ph.
22.   arXiv:0908.0512 How hard is it to approximate the Jones polynomial?. Greg Kuperberg (UC Davis). physics.quant-ph (cs.CC math.QA).
23.   arXiv:0907.5596 Ramified optimal transportation in geodesic metric spaces. Qinglan Xia. math.MG (math.OC).
24.   arXiv:0907.5446 Entanglement of random subspaces via the Hastings bound. Motohisa Fukuda, Christopher King. physics.quant-ph.
25.   arXiv:0907.5224 The Laplace transform of the cut-and-join equation and the Bouchard-Marino conjecture on Hurwitz numbers. Bertrand Eynard, Motohico Mulase, Brad Safnuk. math.AG (math.CO physics.math-ph).
26.   arXiv:0907.5192 On ASEP with Step Bernoulli Initial Condition. Craig A. Tracy, Harold Widom. Journal of Statistical Physics 137 (2009), 825-838.. math.PR (physics.math-ph).
27.   arXiv:0907.4395 On the Distribution of a Second Class Particle in the Asymmetric Simple Exclusion Process. Craig A. Tracy, Harold Widom. J. Phys. A: Math. Theor. 42 (2009) 425002. math.PR (physics.math-ph).
28.   arXiv:0907.2955 General Deviants: An Analysis of Perturbations in Compressed Sensing. Matthew A. Herman, Thomas Strohmer. cs.IT.
29.   arXiv:0907.1298 A parametric integer programming algorithm for bilevel mixed integer programs. Matthias Koeppe, Maurice Queyranne, Christopher Thomas Ryan. math.OC.
30.   arXiv:0907.0709 The enumeration of fully commutative affine permutations. Christopher R. H. Hanusa, Brant C. Jones. math.CO.
31.   arXiv:0906.5405 Compressive Inverse Scattering I. High Frequency SIMO Measurements. Albert C. Fannjiang. physics.math-ph.
32.   arXiv:0906.5171 Nonlinear Integer Programming. Raymond Hemmecke, Matthias Koeppe, Jon Lee, Robert Weismantel. math.OC.
33.   arXiv:0906.3355 An application of decomposable maps in proving multiplicativity of low dimensional maps. Motohisa Fukuda. physics.quant-ph.
34.   arXiv:0906.1793 Some 4-point Hurwitz numbers in positive characteristic. Irene I. Bouw, Brian Osserman. math.AG (math.NT).
35.   arXiv:0906.1559 Combinatorics of $(\ell,0)$-JM partitions, $\ell$-cores, the ladder crystal and the finite Hecke algebra. Chris Berg. math.CO (math.RT).
36.   arXiv:0906.1206 A matrix model for simple Hurwitz numbers, and topological recursion. G. Borot, B. Eynard, M. Mulase, B. Safnuk. IPHT T09/055. physics.math-ph (physics.hep-th).
37.   arXiv:0906.0413 Complex projective structures with Schottky holonomy. Shinpei Baba. math.GT (math.DG).
38.   arXiv:0906.0289 A priori estimates for the free-boundary 3-D compressible Euler equations in physical vacuum. Daniel Coutand, Hans Lindblad, Steve Shkoller. math.AP.
39.   arXiv:0906.0137 Complexity of relations in the braid group. Joel Hass, Arkadius Kalka, Tahl Nowik. math.GR (math.GT).
40.   arXiv:0905.4482 Topics in Compressed Sensing. Deanna Needell. math.NA (cs.IT).
41.   arXiv:0905.3837 On the transport dimension of measures. Qinglan Xia, Anna Vershynina. math.OC (math.CA).
42.   arXiv:0905.3697 Comments on Hastings' Additivity Counterexamples. Motohisa Fukuda, Christopher King, David Moser. physics.quant-ph.
43.   arXiv:0904.4642 Approximating the ground state of gapped quantum spin systems. Eman Hamza, Spyridon Michalakis, Bruno Nachtergaele, Robert Sims. J. Math. Phys. 50 (2009) 095213. physics.quant-ph (physics.math-ph physics.str-el).
44.   arXiv:0904.4472 An explicit derivation of the Mobius function for Bruhat order. Brant C. Jones. math.CO.
45.   arXiv:0904.3780 Noisy Signal Recovery via Iterative Reweighted L1-Minimization. Deanna Needell. math.NA (cs.IT).
46.   arXiv:0904.3118 A bijection between dominant Shi regions and core partitions. Susanna Fishel (Arizona State University), Monica Vazirani (UC Davis). AIM 2009-20. math.CO.
47.   arXiv:0904.1738 Symmetric Space Cartan Connections and Gravity in Three and Four Dimensions. Derek K. Wise. SIGMA 5 (2009), 080, 18 pages. math.DG (physics.gr-qc physics.hep-th).
48.   arXiv:0903.1394 The so(d+2,2) Minimal Representation and Ambient Tractors: the Conformal Geometry of Momentum Space. A. R. Gover, A. Waldron. physics.hep-th (math.DG physics.gr-qc physics.math-ph).
49.   arXiv:0902.4289 Moduli of Crude Limit Linear Series. Fu Liu. math.AG (math.CO).
50.   arXiv:0902.3707 K-stable equivalence for knots in Heegaard surfaces. Alice Stevens. math.GT.
51.   arXiv:0902.1276 Implementing Quantum Gates using the Ferromagnetic Spin-J XXZ Chain with Kink Boundary Conditions. Tom Michoel, Jaideep Mulherkar, Bruno Nachtergaele. physics.stat-mech (physics.math-ph physics.quant-ph physics.str-el).
52.   arXiv:0902.0958 Randomized Kaczmarz solver for noisy linear systems. Deanna Needell. math.NA (math.PR).
53.   arXiv:0902.0821 Total Current Fluctuations in ASEP. Craig A. Tracy, Harold Widom. J. Math. Phys. 50, 095204 (2009). math.PR (physics.math-ph).
54.   arXiv:0902.0025 Lieb-Robinson bounds for classical anharmonic lattice systems. Hillel Raz, Robert Sims. physics.math-ph.
55.   arXiv:0901.3788 (p,q)-form Kaehler Electromagnetism. D. Cherney, E. Latini, A. Waldron. physics.hep-th (math.AG math.DG physics.gr-qc).
56.   arXiv:0901.3565 $(\ell,0)$-JM partitions and a ladder based model for the basic crystal of $\widehat{\mathfrak{sl}_\ell}$. Chris Berg. math.CO (math.RT).