Bibliothèque MODAL'X H-Z

  • Hairer (E.) Wanner (G.) Analysis by its history
  • Hand (David) Mannila (Heikki) Smyth (Padhraic) Principles of data mining
  • Hannabuss (Keith) An Introduction to Quantum Theory
  • Härdle(Wolfgang) Kerkyacharian (Gérard) Picard (Dominique) Tsybakov(Alexander) Wavelets, Approximation and Statistical Applications
  • Hastie (Trevor) Tibshirani (Robert) Friedmann (Jerome) The elements of statistical learning
  • Hastie (Trevor) Tibshirani (Robert) Generalized additive models
  • Helffer (Bernard) Semiclassical analysis Witten Laplacians and Statistical Mechanics
  • Hernandez (Eugenio) Weiss (Guido) A first course on wavelets
  • Hiai (Fumio) Petz (Denés) The semicircle law, free random variables and entropy
  • Hiriart-Urruty (Jean-Baptiste) Lemaréchal (Claude) Convex Analysis and Minimization Algorithms I
  • Hiriart-Urruty (Jean-Baptiste) Lemaréchal (Claude) Convex Analysis and Minimization Algorithms II
  • Hörmander (Lars) The Analysis of Linear Partial Differential Operators III
  • Hörmander (Lars) Lectures on Nonlinear Hyperbolic Differential Equations
  • Hörmander (Lars) The Analysis of Linear Partial Differential Operators IV
  • Hörmander (Lars) The Analysis of Linear Partial Differential Operators II
  • Hougaard (Philip) Analysis of multivariate survival data
  • Hyvarinen (Aapo) Karhunen (Juha)Oja (Erkki) Independent component analysis
  • Ismaïl (Mourad) Classical and quantum orthogonal polynomials in one variable
  • Istas (Jacques) Introduction aux modélisations mathématiques pour les sciences du vivant
  • Itô (Kiyosi) McKean (H.P.) Diffusion Processes and their Sample Paths
  • Jacod (Jean)Shiryaev (A. N.) Limit Theorems for Stochastic Processes
  • Jacod (Jean) Calcul Stochastique et Problèmes de Martingales
  • Jensen (Jens Ledet) Saddlepoint approximations
  • Jupp (Peter E.) Mardia (Kanti V.) Directional statistics
  • Justesen (Jorn) Hoholdt (Tom) A course in error-correcting codes
  • Kallenberg (Olav) Random Measures
  • Kallenberg (Olav) Foundations of Modern Probability
  • Karatzas (Ioannis) Shreve (Steven E.) Brownian Motion and Stochastic Calculus
  • Karatzas (Ioannis) Shreve (Steven E.) Methods of mathematical finance
  • Karlin (Samuel) Taylor (Howard M.) A first course in stochastic processes
  • Karlin (Samuel) Taylor (Howard M.) A second course in stochastic processes
  • Kato (Tosio) Perturbation theory for linear operators
  • Katznelson (Yitzhak) An introduction to harmonic analysis
  • Kavian (Otared) Introduction la théorie des points critiques
  • Kipnis (Claude) Landim (Claudio) Scaling limits of interacting particle systems
  • Klugman (Stuart A.) Panjer (Harry H.) Willmot (Gordon E.) Loss models: from data to decisions
  • Kolokoltsov (Vassili N.) Semiclassical analysis for diffusions and stochastic processes
  • Korevaar (Jacob) Tauberian theory: a century of developments
  • Krylov (N.V.) Lectures on elliptic and parabolic equations in Hölder spaces
  • Kushner (Harold J.) Dupuis (Paul G.) Numerical Methods for Stochastic Control Problems in Continuous Times
  • Ladyzenskaja (O.A.) Solonnikov (V.A.)Uralceva (N.N.) Linear and quasilinear equations of parabolic type
  • Lahiri (S.N.) Resampling methods for dependent data
  • Lamberton (Damien) Lapeyre (Bernard) Introduction au calcul stochastique appliqué la finance
  • Lapeyre (Bernard) Pardoux (Etienne) Sentis (Rémi) Méthodes de Monte-Carlo pour les équations de transport et de diffusion
  • Ledoux (Michel) Talagrand (Michel) Probability in Banach Spaces
  • Ledoux (Michel) The concentration of measure phenomenon (2 exemplaires)
  • Lehmann (E.L.) Casella (George) Theory of point estimation
  • Lehmann (E.L.) Elements of large sample theory
  • Lejeune (Michel) Statistique : la théorie et ses applications
  • Lewandowski (Roger) Analyse mathématique et océnanographie
  • Lieb (Elliott H.) Loss (Michael) Analysis
  • Ligett (Thomas) Stochastic interacting systems: contact, voter and exclusion processes
  • Ligett (Thomas) Interacting particle systems
  • Ma (Jin) Yong (Jiongmin) Forward-Backward Stochastic Differential Equations and their Applicatio.s
  • !
  • Ma (Zhi-Ming) Röckner (Michael) Introduction to the Theory of (Non-sym.) Dirichlet Forms
  • Mac Donald (I.G.) Symmetric functions and orthogonal polynomials
  • Mac Kay (David) Information theory, inference and learning algorithms
  • Magaril-Ilyaev (G.G.) Tikhomirov (V.M.) Convex analysis : theory and applications
  • Mallat (Stéphane) A wavelet tour of signal processing
  • Malliavin (Paul) Stochastic Analysis
  • Manolakis (Dimitris G.) Ingle (Vinay K.)Kogan (Stephen M.) Statistical and adaptive signal processing
  • Martz (Harry F.) Waller (Ray A.) Bayesian Reliability Analysis
  • Megginson (Robert E.) An introduction to Banach space theory
  • Mehta (Madan Lal) Random matrices
  • Mertens (Alfred) Signal analysis
  • Métivier (Michel) Semimartingales
  • Meyer (Yves) Coifman (R.R) Ondelettes et Opérateurs III (Opérateurs multilinaires)
  • Meyer (Yves) Ondelettes et Opérateurs I (Ondelettes) (2 exemplaires)
  • Meyer (Yves) Ondelettes et Opérateurs II (Opérateurs de Calderon-Zygmund)
  • Meyer (Yves) Wavelets, vibrations and scaling
  • Mhaskar (H.N.) Introduction to hte thoery of weighted polynomial approximation
  • Mikosch (Thomas) Non-life insurance mathematics
  • Minlos (R.A.) Introduction to mathematical statistical physics
  • Misiti (Michel) Misiti (Yves) Oppenheim (Georges) Poggi (Jean-Michel) Les ondelettes et leurs applications
  • Moreau (J.) Doudin (P.-A.) Cazes (P.) L'analyse des correspondances et les techniques connexes
  • Morgan (Frank) Geometric measure thoery
  • Murray (J.D.) Mathematical Biology (Second Edition)
  • Musiela (Marek) Rutkovski (Marek) Martingale methods in mathematical finance (2nd edition)Nagasawa (Masao) Stochastic processes in quantum physics
  • Nagasawa (Masao) Stochastic process in quantum physics
  • Nelsen (Roger) An introduction to copulas
  • Niederreiter (Harald) Monte Carlo and Quasi-Monte Carlo methods 2004
  • Norris (J.R.) Markov chains
  • Nottale (Laurent) Fractal space-time and Microphysics
  • Nualart (David) The Malliavin Calculus and Related Topics
  • Olver (Frank W.) Asymptotics and special functions
  • Penrose (Mathew) Random geometric graphs
  • Penrose (Oliver) Foundations of Statistical Mechanics
  • Percival (Donald B.) Walden (Andrew T.) Wavelet methods for time series analysis
  • Petrov (Valentin) Limit theorems of probability theory
  • Picco (Pierre) From classical to modern probability - CIMPA 2001
  • Pinsky (Mark A.) Lectures on Random Evolution
  • Pisier (Gilles) The volume of convex bodies and Banach space theory
  • Politis (Dimitris N.) Romano (Joseph P.) Wolf (Michael) Subsampling
  • Pollard (David) Torgersen (Erik) Yang (Grace L.) Festschrift fur Lucien LeCam
  • Pollard (David) A user's guide to measure theoretic probability
  • Puhalskii (Anatolii) Large deviations and idempotent probability
  • Rachev (Svetlozar T.) Rüschendorf (Ludger) Mass transportation problems vol.1 (Theory)
  • Rachev (Svetlozar T.) Rüschendorf (Ludger) Mass transportation problems vol.2 (Applications)
  • Rao (M.M.) Ren (Z.D.) Thory of Orlicz Space
  • Reed (Michael) Simon (Barry) Methods of Modern Mathematical Physics: vol 1, Functional analysis
  • Reed (Michael) Simon (Barry) Methods of Modern Mathematical Physics: vol 2, Fourier Analysis,Self-Adjointness
  • Reed (Michael) Simon (Barry) Methods of modern mathematical physics, vol III: Scattering theory
  • Reed (Michael) Simon (Barry) Methods of modern mathematical physics, vol IV: Analysis of OperatorsResnick (Sydney I.) Extreme values, regular variations and point processes
  • Resnick (Sydney I.) Adventures in stochastic processes
  • Revuz (Daniel) Yor (Marc) Continuous martingales and Brownian motion
  • Rio (Emmanuel) Théorie asymptotique des processus aléatoires faiblement dépendants
  • Ripley (B.D.) Pattern recognition and neural networks
  • Robert (Philippe) Réseaux et files d'attente: méthodes probabilistes
  • Rockafellar (R. Tyrell) Wets (Roger J.B.) Variational Analysis
  • Rockafellar (R. Tyrell) Convex Analysis
  • Rosenblatt (Murray) Gaussian and non-Gaussian Linear Time Series and Random Fields
  • Royer (Gilles) Une initiation aux indegalités de Sobolev logarithmiques (2 exemplaires)
  • Rudin (Walter) Real and Complex Analysis (Third edition)
  • Rudin (Walter) Functional Analysis
  • Saloff-Coste (L.) Aspects of Sobolev-type inequalities
  • Sato (Ken-Iti) Lévy processes and infinitely divisible distributions
  • Schatzman (Michelle) Numerical analysis : a mathematical introduction
  • Seber (G.A.F.) Wild (C.J.) Nonlinear regression
  • Serre (Denis) Matrices: theory and applications
  • Sharpe (Michael) General Theory of Markov Processes
  • Shwartz (Adam) Weiss (Alan) Large deviations for performance analysis
  • Sorin (Sylvain) A first course in zero-sum repeated games
  • Spitzer (Frank) Principles of random walk
  • Spivak (Michael) Calculus on manifolds
  • Stein (Elias M.) Shakarchi (Rami) Fourier Analysis : an introduction
  • Stein (Elias M.) Shakarchi (Rami) Complex analysis
  • Stein (Elias M.) Singular Integras and Differentiability Properties of FunctionsStein (Elias M.) Harmonic analysis
  • Stokes (Maura E.) Davis (Charles S.) Koch (Gary G.) Categorical data analysis using the SAS system
  • Strang (Gilbert) Introduction to linear algebra
  • Stroock (Daniel W.) Varadhan (Srinivasa R.S.) Multidimensional diffusion processes
  • Sznitman (Alain-Sol) Brownian Motion, Obstacles and Random Media
  • Taira (K.) Semigroups, boundary value problems and Markov processes
  • Talagrand (Michel) The generic chaining
  • Taylor (Howard M.) Karlin (Samuel) An introduction to stochastic modeling (3rd edition)
  • Taylor (Michael E.) Tools for PDE
  • ThingavalU (Sundaram) Lectures on Hermite and Laguerre expansions
  • Thorisson (Hermann) Coupling, stationarity and regeneration
  • Treves (François) Topological Vector Spaces, Distributions and KernelsTriebel (Hans) The structure of functions
  • Trimeche (Khalifa) Generalized wavelets and hypergroups
  • Tsybakov (Alexander) Introduction l'estimation non-paramétrique
  • Van De Geer (Sara) Empirical processes in M-estimation (2 exemplaires)
  • Van Der Vaart (Aad) Wellner (Jon A.) Weak Convergence and Empirical Processes (2 exemplaires)
  • Van Der Vaart (Aad) Asymptotic statistics
  • Vapnik (Vladimir N.) The nature of statistical learning
  • Vares (Maria Eulalia) Olivieri (Enzo) Large deviations and metastability
  • Varopoulos (N. Th.) Saloff-Coste (L.) Coulhon (T.) Analysis and Geometry on Groups
  • Varshalovich (D.A.) Moskalev (A.N.)Khersonskii (V.K.) Quantum thoery of angular momentum
  • Venables (W.N.) Ripley (B.D.) Modern applied statistics with S
  • Verhulst (Ferdinand) Nonlinear differential equations and dynamical systems
  • Villani (Cédric) Topics in optimal transportation (2 exemplaires)
  • Voiculescu (D.V.) Free probability theory
  • Voiculescu (D.V.) Free random variables
  • Vovk (Vladimir) Algorithmic learning in a random world
  • Wackerly (Denis) Mathematical statistics
  • Walter (Wolfgang) Ordinary differential equations
  • Walters (Peter) An introduction to ergodic theory
  • Wang (Yanwei) Li (Jian) Stoica (Petre) Spectral analysis of signals
  • Wassermann (Larry) All of statistics
  • Webb (G.F.) Theory of nonlinear age-dependent population dynamics
  • Weiss (Sholom) Text mining
  • Whitt (Ward) Stochastic-process limits
  • Wickerhauser (Mladen Victor) Adapted wavelet analysis from theory to software
  • Williams (David) Probabibilty with martingales
  • Williams (David) Weighing the odds
  • Wloka (J.) Partial differential equations
  • Wojtaszczyk (P.) Banach spaces for analysts
  • Wojtaszczyk (P.) A mathematical introduction to wavelets
  • Wu (Zhoqun) Zhao (Junning) Yin (Jinxue)Li (Huilai) Nonlinear diffusion equations
  • Ycart (Bernard) Modèles et algorithmes markoviens
  • Yosida (Kosaku) Functional Analysis
  • Young (Robert M.) An introduction to nonharmonic Fourier series
  • Ecole d'Eté de Proba. de St-Flour XXII (1992)
  • Ecole d'Eté de Proba. de St-Flour XXI (1991)
  • Ecole d'Eté de Proba. de St-Flour X (1980)
  • Ecole d'Eté de Proba. de St-Flour XIX (1989)
  • Ecole d'Eté de Proba. de St-Flour XIV (1984)
  • Ecole d'Eté de Proba. de St-Flour XX (1990)
  • Ecole d'Eté de Proba. de St-Flour XIII (1983)
  • Ecole d'Eté de Proba. de St-Flour XVIII (1988)
  • Ecole d'Eté de Proba. de St-Flour XV-XVII (85/87)
  • Ecole d'été de Probabilités de Saint-Flour IV - 1974
  • Ecole d'été de Proba. de St-Flour VI (1976)
  • Ecole d'été de probabilités de Saint-Flour XXVIII
  • (1998)
  • Ecole d'été de probabilités de Saint-Flour XXX (2000)
  • Ecole d'été de probabilités de Saint-Flour XXIX (1999)
  • Ecole d'été de Probabilités de Saint Flour XXVII - 1997
  • Ecole d'été de Probabilités de Saint Flour XXXI - 2001
  • Ecole d'été de Probabilités de St Flour XXXII - 2002
  • Ecole d'été de Probabilités de St Flour XXXI - 2001
  • Probability on discrete structures
  • SAS 9.1 Output delivery system User's guide vol. 1
  • SAS 9.1 Output delivery system User's guide vol. 2
  • SAS programming: the one-day course
  • SAS/CONNECT 9.1User's guide
  • SAS/GENETIC 9.1User's guide
  • SAS/STAT User's guide version 8 vol 1
  • SAS/STAT User's guide version 8 vol 2
  • SAS/STAT User's guide version 8 vol 3
  • SAS/STAT User's guide version 8 vol 4
  • SAS/STAT User's guide version 8 vol 5

Mis à jour le 01 octobre 2015