UC Davis Mathematics arXiv Preprints

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2014

1. arXiv:1404.2355 High-dimensional genome-wide association study and misspecified mixed model analysis. Jiming Jiang, Cong Li, Debashis Paul, Can Yang, Hongyu Zhao. math.ST (stat.TH).
2. arXiv:1404.1401 Dirac Equation with External Potential and Initial Data on Cauchy Surfaces. D. -A. Deckert, F. Merkl. physics.math-ph (math.AP physics.hep-th).
3. arXiv:1404.0065 Intermediate Sums on Polyhedra II: Bidegree and Poisson Formula. Velleda Baldoni, Nicole Berline, Jesús A. De Loera, Matthias Köppe, Michèle Vergne. math.CO.
4. arXiv:1403.7671 Morse actions of discrete groups on symmetric space. Michael Kapovich, Bernhard Leeb, Joan Porti. math.GR (math.DG math.GT).
5. arXiv:1403.5533 Lifschitz Tails for Random Schrödinger Operator in Bernoulli Distributed Potentials. Michael Bishop, Vita Borovyk, Jan Wehr. physics.math-ph.
6. arXiv:1403.4628 Equivariant Perturbation in Gomory and Johnson's Infinite Group Problem. III. Foundations for the k-Dimensional Case with Applications to k=2. Amitabh Basu, Robert Hildebrand, Matthias Köppe. math.OC (math.CO).
7. arXiv:1403.3864 Information Anatomy of Stochastic Equilibria. Sarah Marzen, James P. Crutchfield. physics.stat-mech (cs.IT math.DS nlin.CD).
8. arXiv:1403.1603 Gevrey regularity for a class of dissipative equations with analytic nonlinearity. Hantaek Bae, Animikh Biswas. math.AP.
9. arXiv:1402.2203 A uniform model for Kirillov-Reshetikhin crystals II. Alcove model, path model, and P=X. Cristian Lenart, Satoshi Naito, Daisuke Sagaki, Anne Schilling, Mark Shimozono. math.QA (math.RT).
10. arXiv:1401.7023 Severi degrees on toric surfaces. Fu Liu, Brian Osserman. math.AG (math.CO).
11. arXiv:1401.4237 The Cognitive Compressive Sensing Problem. Saeed Bagheri, Anna Scaglione. cs.IT (math.OC).
12. arXiv:1401.2111 The Kakimizu complex of a surface. Jennifer Schultens. math.GT.
13. arXiv:1401.1574 Quantum curves. Albert Schwarz. physics.math-ph (math.AG math.QA physics.hep-th).
14. arXiv:1401.0556 Stability of vector bundles on curves and degenerations. Brian Osserman. math.AG.


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