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# Mr Joseph Najnudel

## Mr Joseph Najnudel

PhD

Reader in Mathematics
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## Recent publications

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PhD

Office 1.43

Fry Building,

Woodland Road,
BS8 1UG

(See a map)

+44 (0) 117 42 84917

joseph.najnudel@

bristol.ac.uk

Random matrix theory: study of random unitary matrices (in particular the Circular Unitary Ensemble), random permutation matrices and related infinite-dimensional limiting objects, link between random matrix theory and number theory, link between random matrix theory and mathematical physics.

Stochastic analysis: study of limiting measures constructed by modifying the Brownian motion or more general stochastic processes, study of the Brownian local times and polymer models.

- Chhaibi, R, Hovhannisyan, E, Najnudel, J, Nikeghbali, A & Rodgers, B, 2019, ‘A limiting characteristic polynomial of some random matrix ensembles’.
*Annales de l'Institut Henri Poincaré (B) Probabilités et Statistiques*, vol 20. - Najnudel, J & Virág, B, 2019, ‘The bead process for beta ensembles’.
*arXiv*. - Najnudel, J & Virág, B, 2019, ‘Uniform point variance bounds in classical beta ensembles’.
*arXiv*. - Chhaibi, R & Najnudel, J, 2019, ‘On the circle, $GMC^{\gamma} = C\beta E_{\infty}$ for $\gamma = \sqrt{\frac{2}{\beta}}$, ($\gamma \leq 1$)’.
*arXiv*. - Assiotis, T & Najnudel, J, 2019, ‘The boundary of the orbital beta process’.
*arXiv*. - Najnudel, J & Pitman, J, 2019, ‘Feller coupling of cycles and Poisson spacings’.
*arXiv*. - Najnudel, J, 2019, ‘On consecutive values of random completely multiplicative functions’.
*arXiv*. - Maples, K, Najnudel, J & Nikeghbali, A, 2019, ‘Strong convergence of eigenangles and eigenvectors for the Circular Unitary Ensemble’.
*Annals of Probability*, vol 47. - Najnudel, J, 2018, ‘Convergence of eigenvectors of minors of unitarily invariant infinite random matrices’.
*arXiv*. - Chhaibi, R & Najnudel, J, 2018, ‘Rigidity of the Sine_{\beta} process’.
*Electronic Communications in Probability*, vol 23.

View complete publications list in the University of Bristol publications system

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