Co-authors
2
list available
Resume
Academic Achievements
- Preprints:
- 1. The convex structure of the Parisi formula for multi-species spin glasses (with Hong-Bin Chen and Jean-Christophe Mourrat)
- 2. Uniqueness of Parisi measures for enriched convex vector spin glass (with Hong-Bin Chen)
- 3. Differentiability and overlap concentration in optimal Bayesian inference (with Hong-Bin Chen)
Research Experience
- Currently a PhD student in the mathematics department at ENS de Lyon, focusing on research in probability theory, partial differential equations, and statistical physics.
Education
- PhD Program (current): ENS de Lyon, Mathematics, Advisor: Jean-Christophe Mourrat; Master's Degree: ENS de Lyon, Probability and Statistics program; Classe Préparatoire MPSI-MP: Lycée Michelet, Vanves.
Background
- Research Interests: Probability theory, partial differential equations, and statistical physics. Current research focuses on using partial differential equations to solve questions related to disordered systems.
Miscellany
- Link to full resume: [here](https://skylerhallinan.com/)