activity
20052026
most citedOn the maximum of the CE field

77 citations · 222 across the 43 of their papers we have counts for

collaborators

52 papers

math.NT2026

Cauchy laws for zeta logarithmic derivatives and stationary Stieltjes transforms

Joseph Najnudel, Ashkan Nikeghbali

We prove an unconditional Cauchy limit for a symmetrically truncated Stieltjes transform of the projected ordinates of the zeros of the Riemann zeta function. A suitable normalizat…

math.PR2026

Moments of CE field partition function, correlations and stochastic zeta

Theodoros Assiotis, Joseph Najnudel

We prove a conjecture of Fyodorov and Keating on the supercritical moments of the partition function of the CE field or equivalently the supercritical moments of moments of the…

math.ST2025

Theoretical analysis of phase-rectified signal averaging (PRSA) algorithm

Jiro Akahori, Joseph Najnudel, Hau-Tieng Wu +1

Phase-rectified signal averaging (PRSA) is a widely used algorithm to analyze nonstationary biomedical time series. The method operates by identifying hinge points in the time seri…

math.PR2024

Subcritical multiplicative chaos and the characteristic polynomial of the CE

Gaultier Lambert, Joseph Najnudel

The goal of this article is to expand on the relationship between random matrix and multiplicative chaos theories using the integrability properties of the circular beta-ensembles.…

math.PR2024

Limit fluctuations of stationary measure of totally asymmetric simple exclusion process with open boundaries on the coexistence line

Włodzimierz Bryc, Joseph Najnudel, Yizao Wang

We describe limit fluctuations of the height function for the open TASEP on the coexistence line under the stationary measure. It is known that the height function satisfies a law…

math.PR2024

Anti-concentration applied to roots of randomized derivatives of polynomials

André Galligo, Joseph Najnudel, Truong Vu

Let be a random set of points and let be its \emph{empirical measure}: Let $$P_n(z) := (z -…