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Preprints

  • Azaïs J-M. & Pham V. H.; Asymptotic formula for the tail of the maximum of smooth Gaussian fields on non locally convex sets  
  • Azaïs J-M. & Pham V. H ; The record method for two and three dimensional parameters random fields  
  • Azaïs J-M. & Lozada L.-V. ; A toolbox on the distribution of the maximum of Gaussian process  
  • Azaïs J-M. , De Castro Y.& Gamboa F. ; Spike detection from inaccurate samplings  
  • Chassan M., Azaïs J-M. , Buscarlet G. & Suard N.; A proportional hazard model for the estimation of ionosphere storm occurrence risk  

2013

  • Azaïs J-M. & Leon J.CLT for crossings of random trigonometric polynomials . Electronic Journal of Probability Vol 18 article 68 

  • Azaïs J-M. & Fort J.-C; Remark on the finite-dimensional character of certain results of functional statistics. Comptes Rendus Mathématiques Volume 351, Issues 3?4, 139-141 

2012

  • Azaïs J-M. & Wschebor M. The Tail of the Maximum of Smooth Gaussian Fields on Fractal Sets . Journal of Theoretical Probability.To appear 

  • Azaïs J-M, 

    & Genz A. Computation of the Distribution of the Maximum of Stationary Gaussian Processes. Methodology and Computing in Applied Probability . To appear 
  • Blanc  P., Coste K.,  Pouchin P., Azaïs J.-M., Blanchon L. Gallot D. and  SapinD.
    A Role for Mesenchyme Dynamics in Mouse Lung Branching Morphogenesis
    PLoS ONE 7(7): e41643. doi:10.1371/journal.pone.0041643.

2011

  • Azaïs J-M, Leon J.& Wschebor M. Rice formulas and Gaussian waves.Bernoulli Vol. 17, No. 1, 170-193.

  • Azaïs J-M, Dejean S. Leon J.& Zwolska F. Transformed Gaussianstationary models for ocean waves

    Probabilistic Engineering Mechanics. Vol 26,2, April 2011, 342-349

  • Azaïs J.-M., Leon  and Wschebor W. Rice formulas and Gaussian waves II. Publicaciones matematic\'as del Uruguay,12,2011,15-38.

2010


  • Boitard S., Mangin B. & Azaïs J-M. Asymptotic Distribution of the “Orthogonal”Quantitative Transmission

    Disequilibrium Test in a strutured population: exact formulaStatistical Applicationsin Genetics and

    Molecular Biology: Vol. 9 :Iss. 1, Article 11

  • Azaïs J-M, Bercu S. Fort J-C.,Lagnoux A. & Lé P. Simultaneous confidence bands in curve prediction

    applied to load curves. Journal of the royal statitical society (C) Appl. Statist. 59, Part 5, pp. 889–904

  • Ribes A, Azaïs J-M, Planton S. (2010). A method for regional climate change detection using smooth

    temporal patterns, Climate Dynamics, DOI 10.1007/s00382-009-0670-0

  • Azaïs, J.M.; Wschebor, M. Erratum to A general formula for the distribution of the maximum of a Gaussian field and the  approximation of the tail, Stochastic Processes and their Applications, Vol. 120, 10, 2100-2101, 2010.

2009

  • Ribes, A, Azaïs, J-M, Planton, S. Adaptation of the optimal fingerprint method for climate change

    detection using a well-conditioned covariance matrix estimate, Climate Dynamics:

    Volume 33, Issue 5, Page 707-722.DOI : 10.1007/s00382-009-0561-4


  • Azaïs J-M., Gassiat E. & Mercadier C. The likelihood ratio test for general mixture models

    with or without structural parameter. ESAIM: PS 13 301-327 DOI: 10.1051/ps:2008010

2008

  • Azaïs J-M. & Wschebor M .A general expression for the distribution of the maximum of a Gaussian field

    and the approximation of the tail. Stochastic Processes and their Applications (2008), 118, 7, 1190-1218.

2006

  • Azaïs J-M., Gassiat E. & Mercadier C. Asymptotic distribution and local power of the log-likelihood ratio

    test for mixtures: bounded and unbounded cases. Bernoulli,12(5),775-799

2005

  • Azaïs J-M. & Wschebor M. On the roots of a random system of equations.

    The theorem of Shub and Smale and some extensions. Fondations of Computational Mathematics 125-144


  • Azaïs J-M., Leon J. & Ortega J. Geometrical Characteristic of Gaussian sea Waves.

    Journal of Applied Probability, 42,1-19


  • Azaïs J-M. & Wschebor M. Upper and Lower Bounds for the Tails of the Distribution of the Condition

    Number of a Gaussian Matrix. SIAM Journal on Matrix Analysis and Applications, 26,2, 426-440.


  • Azaïs J-M. & Wschebor M. On the Distribution of the Maximum of a Gaussian Field with d Parameters.

    Annals of Applied Probability , 15 (1A), 254-278

2004

  • Chevallier E., Grand A. & Azaïs J-M. Spatial and temporal distribution of Cholera

    in Ecuador between 1991 and 1996 European Journal of Public Health ;14(3):274-9.


  • Azaïs J-M. Illustration de la méthode des plans d'expériences sur la comparaison de boissons au cola.

    Journal de la Société Francaise de Statistique 145,4, 69-78 (2004)

2003

  • Azaïs J-M. & Mercadier C. Asymptotic Poisson character of extremes in non-stationary Gaussian models.

    Extremes,6,4, 301-318

2002

  • Azaïs J-M. & Wschebor M. The distribution of the maximum of a Gaussian process :

    Rice method revisited. In and out of equilibrium : Probability with a physical flavour, progress in probability

    (V. Sidoravicius ed.), Birhauser


  • Azaïs J-M. & Cierco-Ayrolles C. An Asymptotic test for quantitative test detection.

    Annales de l’Institut Henri Poincaré, P. et S., 6, 38 1087-1092.


  • Azaïs J-M. & Delmas C. Asymptotic expansions for the distribution of the maximum of Gaussian random

    fields. Extremes 5(2), 181-212


  • Azaïs J-M., Bardet J-M. & Wschebor M. On the Tails of the distribution of the maximum

    of a smooth stationary Gaussian Process. Esaim: P. and S., 2002, 6,177-184

2001

  • Azaïs J-M. & Wschebor M. On the regularity of the distribution of the maximum of one-parameter Gaussian

    processes. Probability Theory and Related Fields, 119, 70-98

1999

  • Azaïs J-M. & Wschebor M. Régularité de la loi du maximum de processus gaussiens réguliers

    C.R. Acad. Sci. Paris, T 328, Série I , 333 – 336.


  • Calas P., Roch T., Druilhet P. & Azaïs J-M. In vitro adhesion of two strains of Prevotella nigrescens

    to the dentin of the root Canal: the part played by the different irrigation solutions.

    Journal of Endodontics. 24, 2, 112-115.


  • Lang, G. & Azaïs, J.-M. Non-parametric estimation of the long-range dependence exponent for Gaussian

    processes. Journal of Statistical Planing and Inference 80,59-80.


  • Azaïs J.-M. & Dortet-Bernardet J-L. Statistical modelling of meiotic configurations in tetraploids.

    Biometrical Journal 7, 873-890.


  • Drton M. & Azaïs J-M. Analyse de la variance non-équirépétée hiérarchique :

    comparaison de cinq logiciels. Journal de la SFDS vol140, 1, 23-40.


  • Azaïs J-M. Cierco, C. & Croquette A. Bounds and asymptotic expansions for the distribution

    of the maximum of a smooth Gaussian process. ESAIM : Probability and Statistics, 3, 107-129

1998

  • Azaïs, J.-M.,Monod, H. & Bailey, R. A. The influence of design on efficiency and validity of neighbour

    methods. Biometrics, 54, 1374-1387.

1997

  • Azaïs J-M. & Wschebor M. Une formule pour calculer la distribution du maximum d’un processus

    stochastique. C.R. Acad. Sci. Paris,T 324, Série I , 225 – 230


  • Azaïs, J.-M.& Druilhet P. Optimality of neighbour balanced design when neighbour effects are neglected.

    Journal of Statistical Planing and Inference, 64, 353-367.


  • Azaïs, J-M.& Wschebor, M. Oscillation presque sûre de martingales continues.

    Séminaire de Probabilités XXXI (Azéma Emery Yor ed.), LN 1655}, 69 -76. Springer.

1996

  • Azaïs J.M. & Wschebor M. Almost sure weak oscillation of certain random processes.

    Bernoulli, 2, 257-270


  • Monod, H., Azaïs, J.-M. & Bailey, R. A. Valid randomization for the first difference model.

    Australian Journal of Statistics, 38 , 91 – 106.

1995

  • Bailey R.A., Azaïs J.-M. & Monod H. Are neighbour methods preferable to analysis of variance for

    completely systematic designs? Silly designs are silly. Biometrika, 82, 3, 655-659.

1994

  • Azaïs, J.-M. Analyse de variance non orthogonale, l’exemple de SAS/GLM.

    Rev. Statistique Appliquée, XLII,27-41.

1993

  • Azaïs J.-M., Bailey R. A. & Monod H. A catalogue of efficient neighbour-designs with border plots.

    Biometrics 49, 1252-1261.

1990

  • Bardin, A. & Azaïs, J.M. Une hypothèse minimale pour une théorie des plans d’expérience randomisés.

    {\it Rev. Statistique Appliquée}, 38,21-41.

1987

  • Azaïs, J.-M. Design of experiments for studying intergenotypic competition.

    J.R. Statist. Soc. B. 49, 334-345.