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Cusp Universality for Random Matrices I: Local Law and the Complex Hermitian Case

• Authors : László Erdős; Dominik Schröder; Torben Krüger

Subjects: Independent and identically distributed random variables; Cusp (singularity); Physics

• Source: Communications in Mathematical Physics

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Critical Two-Point Function for Long-Range Models with Power-Law Couplings: The Marginal Case for d >= d(c)

• Authors : Akira Sakai; Lung Chi Chen

Subjects: Dimension (graph theory); FOS: Physical sciences; 01 natural sciences

• Source: Communications in mathematical physics. 372(2):543-572

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The Scaling Limit of the Directed Polymer with Power-Law Tail Disorder

• Authors : Hubert Lacoin; Quentin Berger;

Subjects: Physics; Probability (math.PR); 010102 general mathematics

• Source: Communications in Mathematical Physics

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Refined Weyl Law for Homogeneous Perturbations of the Harmonic Oscillator

• Authors : Jared Wunsch; Moritz Doll; Oran Gannot

Subjects: FOS: Physical sciences; 01 natural sciences; Mathematics - Spectral Theory

• Source: Communications in Mathematical Physics. 362:269-294

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The Jancovici–Lebowitz–Manificat Law for Large Fluctuations of Random Complex Zeroes.

• Authors : Nazarov, F.¹ ; Sodin, M.² ; Volberg, A.³

• Source: Communications in Mathematical Physics. Dec2008, Vol. 284 Issue 3, p833-865. 33p. 1 Diagram.

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Derivation of the Fick’s Law for the Lorentz Model in a Low Density Regime

• Authors : Federica Pezzotti; Alessia Nota; Mario Pulvirenti

Subjects: Physics; Current (mathematics); Diffusion

• Source: Communications in Mathematical Physics. 336:1607-1636

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Electromagnetism, Local Covariance, the Aharonov–Bohm Effect and Gauss’ Law

• Authors : Ko Sanders; Claudio Dappiaggi; Thomas-Paul Hack

Subjects: Physics; Magnetic monopole; FOS: Physical sciences

• Source: Communications in Mathematical Physics. 328:625-667

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Local Semicircle Law at the Spectral Edge for Gaussian β-Ensembles

• Authors : Percy Wong

Subjects: Physics; Tridiagonal matrix; Gaussian

• Source: Communications in Mathematical Physics. 312:251-263

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The Jancovici–Lebowitz–Manificat Law for Large Fluctuations of Random Complex Zeroes

• Authors : Fedor Nazarov; Mikhail Sodin; Alexander Volberg

Subjects: Physics; Zero set; Entire function

• Source: Communications in Mathematical Physics. 284:833-865

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On the Violation of Ohm’s Law for Bounded Interactions: a One Dimensional System

• Authors : Emanuele Caglioti; Paolo Buttà; Carlo Marchioro

Subjects: Physics; Ohm's law; Statistical and Nonlinear Physics

• Source: Communications in Mathematical Physics. 249:353-382

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