| Abe |
Hopf algebras |
| Abhyankar |
Algebraic geometry for scientists and engineers |
| Ahlfors |
Advances in the theory of Riemann surfaces |
| Ahlfors |
Complex analysis |
| Akhiezer |
Theory of linear operators in Hilbert space Vol 1 |
| Akhiezer |
Theory of linear operators in Hilbert space Vol 2 |
| Albert |
Structure of algebras |
| Alfsen |
Compact convex sets and boundary integrals |
| Anantharaman-Delaroche |
Amenable groupoids |
| Anantharaman et co |
Théorèmes ergodiques pour les actions de groupes |
| Artin |
Algèbre géometrique |
| Artin |
Etale homotopy |
| Atiyah |
Introduction to commutative algebra |
| Baez |
Introduction to Algebraic and Constructive Quantum Field Theory |
| Beals |
Advanced mathematical analysis |
| Beilinson |
Chiral algebras |
| Berberian |
Baer *-rings |
| Berberian |
Measure and integration |
| Bhat |
Lectures on operator theory |
| Bhatia |
Stability theory of dynamical systems |
| Blackadar |
K-theory for operator algebras |
| Blackadar |
Operator algebras |
| Blecher |
Operator algebras and their modules |
| Blumenthal |
Markov processes and potential theory |
| Bogolioubov |
Introduction à la théorie quantique des champs |
| Bonsall |
Complete normed algebras |
| Borel |
Introduction aux groupes arithmétiques |
| Borel |
Représentations de groupes localement compacts |
| Borevich |
Number theory |
| Brown |
Introduction to operator theory Vol 1 |
| Brown |
C*-Algebras and Finite-Dimensional Approximations |
| Cappell |
Surveys on surgery theory Vol 1 |
| Cappell |
Surveys on surgery theory Vol 2 |
| Carmona |
Non-commutative harmonic analysis |
| Chari |
A guide to quantum groups |
| Cherednik |
Double affine Hecke algebras |
| Cherix |
Groups with the Haagerup property |
| Choquet |
Lectures on analysis Vol 1 |
| Choquet |
Lectures on analysis Vol 2 |
| Choquet |
Lectures on analysis Vol 3 |
| Chriss |
Representation theory and complex geometry |
| Connes |
Géométrie non-commutative |
| Connes |
Noncommutative geometry |
| Connes |
Noncommutative geometry, Quantum Fields and Motives |
| Conway |
A course in functional analysis |
| Cooper |
Saks spaces and applications to functional analysis |
| Cuntz |
Cyclic homology in non-commutative geometry |
| Davidoff |
Elementary number theory, group theory and Ramanujan graphs |
| Davidson |
C*-algebras by example |
| De La Harpe |
Topics in geometric group theory |
| De La Harpe |
La propriété (T) de Kazhdan pour les groupes localement compacts |
| Dellacherie |
Capacités et processus stochastiques |
| Dellacherie |
Ensembles analytiques, capacités et mesures de Hausdorf |
| Desgraupes |
LaTeX (2 copies) |
| Diestel |
Geometry of Banach spaces |
| Dinculeanu |
Vector measures |
| Dixmier |
C*-algèbres et leurs représentations (2 copies) |
| Dixmier |
Les algèbres d'opérateurs dans l'espace Hilbertien (2 copies) |
| Dixmier |
Von Neumann algebras |
| Do Carmo |
Differential geometry of curves and surfaces |
| Dubreil |
Leçons d'algèbre moderne |
| Dunford |
Linear operators Vol 2 |
| Dynkin |
Markov processes Vol 1 |
| Dynkin |
Markov processes Vol 2 |
| Eckmann |
Methodes algébriques en mécanique statistique |
| Effros |
Operator spaces |
| Elliott |
Algebra of quantics |
| Enock |
Kac algebras and duality of locally compact groups |
| Evans |
Operator algebras and applications Vol 1 |
| Evans |
Operator algebras and applications Vol 2 |
| Eymard |
Harmonic analysis |
| Fitzpatrick |
Orientation and the Leray-Schauder theory of fully nonlinear elliptic boundary value problems |
| Fraenkel |
Foundations of set theory |
| Frenkel |
Vertex algebras and algebraic curves |
| Gelfand |
Homological algebra |
| Gelfand |
Les anneaux normés commutatifs |
| Gelfand |
Methods of homological algebra |
| Ghys |
Sur les groupes hyperboliques |
| Gihman |
The theory of stochastic processes Vol 2 |
| Glimm |
Quantum physics |
| Godement |
Analyse III |
| Gol'dman |
Problems in quantum mechanics |
| Goodman |
Coxeter graphs and towers of algebras |
| Goodman |
Nilpotent Lie groups |
| Gordon |
G-categories |
| Gordon |
The integrals of Lebesgue, Denjoy, Perron et Henstock |
| Grenander |
Probabilities on algebraic structures |
| Griffiths |
Principles of algebraic geometry |
| Grothendieck |
Espaces vectoriels topologiques |
| Grothendieck |
Produits tensoriels topologiques et espaces nucléaires |
| Guichardet |
Symmetric Hilbert spaces and related topics |
| Guichardet |
Systèmes dynamiques non commutatifs |
| Hale |
Theory of functional differential equations |
| Halmos |
Hilbert space problem book |
| Hanche-Olsen |
Jordan operator algebras |
| Hardy |
An introduction to the theory of numbers |
| Hassard |
Hopf bifurcation |
| Hecke |
Lectures on the theory of algebraic numbers |
| Hiai |
The semi-circle law, free random variables and entropy |
| Higson |
Analytic K-homology |
| Hogbe-Nlend |
Bornologies and functional analysis |
| Hormander |
Linear partial differential operators |
| Humphreys |
Conjugacy classes in semisimple algebraic groups |
| Humphreys |
Linear algebraic groups |
| Hunt |
Martingales et processus de Markov |
| Husemoller |
Fibre bundles |
| Ionescu-Tulcea |
Topics in the theory of lifting |
| Iosifescu |
Random processes |
| Ito |
Diffusion processes and their sample paths |
| Jacobson |
Structure of rings |
| Jech |
Set theory |
| Jensen, Thomson |
Elements of KK-theory |
| Johnson |
Cohomology in Banach algebras |
| Jones |
Introduction to subfactors |
| Kac |
Infinite dimensional groups with applications |
| Kac |
Vertex algebras for beginners |
| Kadison |
Fundamentals of the theory of operator algebras Vol 1 |
| Kadison |
Fundamentals of the theory of operator algebras Vol 3 |
| Kadison |
Fundamentals of the theory of operator algebras Vol 4 |
| Kahane |
Some random theories of functions |
| Kaplansky |
Infinite abelian groups |
| Kapovich |
Hyperbolic manifolds and discrete groups |
| Karoubi |
K-theory An Introduction
|
| Kashiwara |
Sheaves on manifolds |
| Kashiwara |
Bases cristallines des groupes quantiques |
| Kashiwara |
D-modules and microlocal calculus |
| Kassel |
Quantum Groups |
| Kato |
Perturbation theory of linear operators |
| Katz |
Random matrices, Frobenius eigenvalues and monodromy |
| Kelley |
Linear topological spaces |
| Khoan |
Distributions, analyse de Fourier, opérateurs aux dérivées partielles, tome 1 |
| Khoan |
Distributions, analyse de Fourier, opérateurs aux dérivées partielles, tome 2 |
| Knapp |
Lie groups beyond an introduction |
| Knapp |
Representation theory of semisimple groups |
| Kumar |
Kac-Moody groups, their flag varieties and representation theory |
| Kuratowski |
Topology |
| Lance |
Hilbert C*-modules |
| Lang |
Introduction aux variétés differentiables |
| Lang |
Rapport sur la cohomologie des groupes |
| Lang |
Algebra |
| Lions |
Problèmes aux limites non-homogènes Vol 1 |
| Lions |
Problèmes aux limites non-homogènes Vol 2 |
| Lions |
Problèmes aux limites non-homogènes Vol 3 |
| Lithaka |
Algebraic geometry |
| Loday |
Cyclic homology |
| Lorring |
Lifting solutions to perturbing problems in C*-algebras |
| Lu |
Singularity theory and catastrophe theory |
| Lubotzky |
Discrete groups, expanding graphs and invariant measures |
| Lück |
L^2-invariants: theory and applications to geometry and K-theory |
| Mac Lane |
Homology |
| Madore |
An introduction to non-commutative geometry and its physical applications |
| Majid |
Foundations of quantum group theory |
| Marcolli |
Arithmetic noncommutative geometry |
| Marcus |
Number fields |
| Margulis |
Discrete subgroups of semisimple Lie groups |
| Marsden |
The Hopf bifurcation and its application |
| Mayer |
Outils topologiques et métriques |
| Maz'ya |
Jacques Hadamard, un mathématicien universel |
| Meyer |
Probabilités et potentiel |
| Mislin |
Proper group actions and the Baum-Connes conjecture |
| Monod |
Continuous bounded cohomology of locally compact groups |
| Montgomery |
Hopf algebras and their actions on rings |
| Montgomery |
New directions in Hopf algebras |
| Mumford |
Geometric invariant theory |
| Naimark |
Normed rings |
| Nakagami |
Duality of crossed products of von Neumann algebras |
| Neveu |
Calcul des probabilités |
| Ocneanu |
Actions of discrete amenable groups on von Neumann algebras |
| Oda |
Convex bodies and algebraic geometry |
| Ostrowski |
Vorlesungen uber Differential- und Integralrechnung Vol 1 |
| Ostrowski |
Vorlesungen uber Differential- und Integralrechnung Vol 2 |
| Ostrowski |
Vorlesungen uber Differential- und Integralrechnung Vol 3 |
| Passmann |
The algebraic structure of group rings |
| Paterson |
Amenability |
| Paterson |
Groupoids, inverse semigroups and their operator algebras |
| Pedersen |
Analysis now |
| Pedersen |
C*-algebras and their automorphism groups |
| Pedersen |
C*-algebras and their automorphism groups |
| Pena |
Algebraic structures and their representations |
| Pham Mau Quan |
Introduction à la géométrie des variétés différentiables |
| Pietsch |
Nuclear locally convex spaces |
| Pisier |
Introduction to operator space theory |
| Pisier |
The volume of convex bodies and Banach space geometry |
| Pisier |
Similarity problems and completely bounded maps |
| Poston |
Taylor expansions and catastrophes |
| Pressley |
Loop groups |
| Pukansky |
Charactes of connected Lie groups |
| Radjavi |
Invariant subspaces |
| Reed |
Fourier analysis, self-adjointness Vol 2 |
| Reed |
Functional analysis Vol 1 |
| Reed |
Scattering theory Vol 3 |
| Rickart |
Banach algebras |
| Rickart |
General theory of Banach algebras |
| Riesz |
Leçons d'analyse fonctionnelle |
| Roe |
Elliptic operators, topology and asymptotic methods |
| Rordam, Stormer |
Classification of nuclear C*-algebras. Entropy in Operator algebras |
| Rudin |
Fourier analysis on groups |
| Rudin |
Functional analysis |
| Sakai |
C*-algebras and W*-algebras |
| Sakai |
Operator algebras in dynamical systems |
| Samuel |
Théorie algébrique des nombres |
| Schwartz |
Méthodes mathématiques pour les sciences physiques |
| Schwartz |
Théorie des distributions à valeurs vectorielles |
| Schweber |
An introduction to relativistic quantum field theory |
| Seroul |
Petit livre de TeX |
| Serre |
Représentations linéaires des groupes finis |
| Serre |
Trees |
| Shoenfield |
Mathematical logic |
| Simon |
Orthogonal Polynomials on the Unit Circle Part 1: Classical Theory |
| Simon |
Orthogonal Polynomials on the Unit Circle Part 2: Spectral Theory |
| Sinclair |
Hochschil cohomology of von Neumann algebras |
| Srivastava |
A course on Borel sets |
| Stratila |
Lectures on von Neumann algebras |
| Stratila |
Modular theory in operator algebras |
| Takesaki |
Theory of operator algebras Vol 1 |
| Takesaki |
Theory of operator algebras Vol 2 |
| Takesaki |
Theory of operator algebras Vol 3 |
| Takesaki |
Tomita theory of modular Hilbert algebras |
| Tenenbaum |
Introduction à la théorie analytique et probabiliste des nombres |
| Timmermann |
An invitation to Quantum Groups and Duality |
| Tits |
Buildings of spherical type and finite BN-pairs |
| Treves |
Topological vector spaces, distributions and kernels |
| Tyrrell |
Convex analysis |
| Valette |
Introduction to the Baum-Connes conjecture |
| Van Daele |
Continuous crossed products of type III von Neumann algebras |
| Varadarajan |
Harmonic analysis on real reductive groups |
| Vasilescu |
Teoria operatorilor si algebre de operatori |
| Voiculescu |
Free random variables |
| Von Neumann |
Collected works Vol 3 |
| Von Neumann |
Collected works Vol 4 |
| Walters |
An introduction to ergodic theory |
| Warner |
Harmonic analysis on semi-simple Lie groups I |
| Warner |
Harmonic analysis on semi-simple Lie groups II |
| Warner |
Foundations of differentiable manifolds and Lie groups |
| Waterhouse |
Introduction to affine group schemes |
| Weil |
L'intégration dans les groupes topologiques et ses applications |
| Wiggins |
Introduction to applied non-linear dynamical systems and chaos |
| Wybourne |
Classical groups for physicists |
| Yamanouchi |
Duality for actions and coactions of measured groupoids on von Neumann algebras |
| Yosida |
Functional analysis |
| Zariski |
Commutative algebra |
| Zimmer |
Ergodic theory and semisimple groups |
