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20242026
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math.PR2026

Non-Shattering at and Above the Dynamical Temperature in the Spherical Pure p-Spin Model

Taegyun Kim

We consider the notion of shattering introduced by Ben Arous and Jagannath for spherical pure -spin glasses with overlap . For every and

math.PR2026

Regularized Bulk Universality versus Bounded-Disorder Nonuniversality for Annealed Complexity of Spherical -Spin Landscapes

Taegyun Kim

Fix . We establish a separation between regularized bulk universality and unrestricted annealed complexity for the pure spherical -spin Hamiltonian with independent non-…

math.PR2026

A Sharp Universality Dichotomy for the Free Energy of Spherical Spin Glasses

Taegyun Kim

We study the free energy for pure and mixed spherical -spin models with i.i.d.\ disorder. In the mixed case, each -interaction layer is assumed either to have regularly varyi…

math.PR2025

Heavy-Tailed Mixed p-Spin Spherical Model: Breakdown of Ultrametricity and Failure of the Parisi Formula

Taegyun Kim

We prove that the two cornerstones of mean-field spin glass theory -- the Parisi variational formula and the ultrametric organization of pure states -- break down under heavy-taile…

math.PR2024

Fluctuations of the free energy of the spherical Sherrington-Kirkpatrick model with heavy-tailed interaction

Taegyun Kim, Ji Oon Lee

We consider the 2-spin spherical Sherrington--Kirkpatrick model without external magnetic field where the interactions between the spins are given as random variables with heavy-ta…