[] Camille Male’s Homepage

Camille Male’s Homepage


Université Paris Descartes

(Paris 5), MAP5

Chargé de recherche CNRS

45 rue des Saints Pères,

75006 Paris

E-Mail : camille [dot] male [at] parisdescartes [dot] fr

Research Interest :

Large random matrices

Large random graphs

Free Probability

I organize a the workshop "Matrices et Graphes Aléatoires" at the Institut Henri Poincaré in Paris. It meets once a month, two researchers give a talk for a public of expert in the afternoon and a morning session organized by Raphaël Butez is dedicated to Ph.D. students.

With R. Dumitrescu and J. Bavard, we recently created the ALUMINI of the Fondation Sciences Mathématiques de Paris (FSMP). The FSMP offers interesting programs in Paris like graduating students programs and post-doc positions.


    [9]. C. Male, S. Péché: Uniform regular weighted graphs with large degree: Wigner's law, asymptotic freeness and graphons limit. ArXiv:1410.8126.

    [8]. C. Male: The limiting distributions of heavy Wigner and arbitrary random matrices. ArXiv:1209.2366.
    [7]. C. Male: The distributions of traffics of large random matrices and their free product. ArXiv:1111.4662.


    [6]. F. Benaych-Georges, A. Guionnet, C. Male: Central limit theorems for linear statistics of heavy tailed random matrices. Comm. Math. Phys. Vol. 329 (2014), no. 2, 641--686. ArXiv:1301.0448.
    [5]. B. Collins, C. Male: The strong asymptotic freeness of Haar and deterministic matrices. Annales scientifiques de l'Ecole Normale Supérieure, 4e série, Vol 47 (2014), 147--163. ArXiv:1105.4345.

    [4]. C. Male: The norm of polynomials in large random and deterministic matrices. Probability Theory and Related Fields (2012) DOI: 10.1007/s00440- 011-0375-2. With an appendix by D. Shlyakhtenko. ArXiv:1004.4155.
    [3]. G. Le Caer, C. Male, R. Delannay: The δn statistic for the β-Hermite ensemble. Physica A 387 (2008) pages 3384-3398. Section V in ArXiv:0704.3590.
    [2]. C. Male, G. Le Caer, R. Delannay: 1/fα noise in the fluctuations of the spectra of tridiagonal random matrices from the β-Hermite, Phys. Rev. E 76, 042101 (2007). Section VI in ArXiv:0704.3590.
    [1]. G. Le Caer, C. Male, R. Delannay: Nearest-neighbour spacing distributions of the β-Hermite ensemble of random matrices, Physica A 383 (2007) pages 190-208. ArXiv:0704.3261.

Conference paper

     . M. Desgroseilliers, O. Lévêque, C. Male, "Magaging expectations: Freness and the Fourier matrix",
PMF-WIN Workshop, ISWCS Conference, Brussels, Belgium, August 25-28, 2015.

Some pictures realized with Metropolis Hasting Algorithm as I explain in my blog:

Camille MALE

  Camille MALE