Antonio Auffinger, Ph.D.
Affiliations: | 2011 | Mathematics | New York University, New York, NY, United States |
Area:
Mathematics, Applied Mathematics, Materials Science Engineering, Polymer ChemistryGoogle:
"Antonio Auffinger"Parents
Sign in to add mentor| Gerard B. Arous | grad student | 2011 | NYU | |
| (Random matrices, complexity of spin glasses and heavy tailed processes.) | ||||
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Publications
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| Auffinger A, Lerario A, Lundberg E. (2020) Topologies of Random Geometric Complexes on Riemannian Manifolds in the Thermodynamic Limit International Mathematics Research Notices |
| Auffinger A, Chen WK, Zeng Q. (2020) The SK Model Is Infinite Step Replica Symmetry Breaking at Zero Temperature Communications On Pure and Applied Mathematics. 73: 921-943 |
| Auffinger A, Jagannath A. (2019) Thouless–Anderson–Palmer equations for generic $p$-spin glasses Annals of Probability. 47: 2230-2256 |
| Auffinger A, Zeng Q. (2019) Existence of Two-Step Replica Symmetry Breaking for the Spherical Mixed p -Spin Glass at Zero Temperature Communications in Mathematical Physics. 370: 377-402 |
| Auffinger A, Chen WK. (2018) On the energy landscape of spherical spin glasses Advances in Mathematics. 330: 553-588 |
| Auffinger A, Chen WK. (2017) A duality principle in spin glasses Electronic Journal of Probability. 22: 61 |
| Auffinger A, Tang S. (2016) On the time constant of high dimensional first passage percolation Electronic Journal of Probability. 21 |
| Auffinger A, Damron M, Hanson J. (2015) Limiting Geodesics For First-Passage Percolation On Subsets Of Z2 Annals of Applied Probability. 25: 373-405 |
| Auffinger A, Tang S. (2015) Extreme eigenvalues of sparse, heavy tailed random matrices Stochastic Processes and Their Applications |
| Auffinger A, Damron M, Hanson J. (2015) Rate of convergence of the mean for sub-additive ergodic sequences Advances in Mathematics. 285: 138-181 |