[] Camille Male’s Homepage

Camille Male’s Homepage


Chargé de recherche CNRS

Université de Bordeaux

Institut de Mathématiques

de Bordeaux

351, cours de la Libération


E-Mail : camille [dot] male [at] math.u-bordeaux [dot] fr

Research Interest :

Large Random Matrices

and Graphs, Free Probability

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


    [10]. G. Cebron, A. Dahlqvist, C. Male: Universal construction for traffic spaces. ArXiv:1601.00168.
    [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: Traffic distributions and independence: permutation invariant random matrices and the three notions of independence. To appear in Memors of the AMS, ArXiv:1111.4662.

    [7]. C. Male: The limiting distributions of heavy Wigner and arbitrary random matrices. Journal of Functional Analysis, Vol. 272 (2017), Issue 1, 1--46. ArXiv:1209.2366.

    [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.


  Camille MALE
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