most citedSpectral Gap Estimates for Mixed -Spin Models at High Temperature

1 citations · 1 across the 2 of their papers we have counts for

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2 papers

math.PR2024

Spin Covariance Fluctuations in the SK Model at High Temperature

Christian Brennecke, Adrien Schertzer, Chen Van Dam

Based on \cite{H}, it is well known that the rescaled two point correlation functions \[ \sqrt{N} \langle σ_i ; σ_j\rangle = \sqrt{N} \big( \langle σ_i σ_j\rangle -\langle σ_i\rang…

math.PR2022★ 1 cited

Spectral Gap Estimates for Mixed -Spin Models at High Temperature

Arka Adhikari, Christian Brennecke, Changji Xu +1

We consider general mixed -spin mean field spin glass models and provide a method to prove that the spectral gap of the Dirichlet form associated with the Gibbs measure is of or…