| 1969 Number Theory Institute |
D. Lewis |
| A Basic Course in Algebraic Topology |
William S. Massey |
| A Classical Introduction to Modern Number Theory |
Kenneth Ireland; Michael Rosen |
| A First Course in Logic: An Introduction to Model Theory, Proof Theory, Computability, and Complexity |
Shawn Hedman |
| A History of Mathematical Notations |
Florian Cajori |
| A Shorter Model Theory |
Wilfrid Hodges |
| A Treatise on the Theory of Bessel Functions |
G. N. Watson |
| Abelian Varieties with Complex Multiplication and Modular Functions |
Goro Shimura |
| Abrégé d'histoire des mathématiques |
Jean Dieudonné |
| Additive Combinatorics |
Terence Tao; Van H. Vu |
| Advanced Topics in the Arithmetic of Elliptic Curves |
Joseph H. Silverman |
| Algebra |
Serge Lang |
| Algebra |
Thomas W. Hungerford |
| Algebraic Geometry |
Robin Hartshorne |
| Algebraic Number Theory |
Serge Lang |
| Algebraic Number Theory |
J. W. S. Cassels; A. Frohlich |
| Algèbre |
Nicolas Bourbaki |
| Algèbre Locale, Multiplicités |
Jean-Pierre Serre |
| An Introduction to G-Functions |
Bernard M. Dwork; Giovanni Gerotto; Francis J. Sullivan |
| An Introduction to Ordinary Differential Equations |
Earl A. Coddington |
| An Introduction to the Langlands Program |
S.S. Kudla; Emmanuel Kowalski; E. de Shalit; D. Gaitsgory; J.W. Cogdell; Daniel Bump |
| An Introduction to the Theory of Groups |
Joseph J. Rotman |
| An Introduction to the Theory of Numbers |
G. H. Hardy; E. M. Wright |
| An Introduction to the Theory of Numbers |
Ivan Niven; Herbert S. Zuckerman; Hugh L. Montgomery |
| Analyse mathématique IV : Intégration et théorie spectrale, analyse harmonique, le jardin des délices modulaires |
Roger Godement |
| Analyse réelle et complexe : Cours et exercices |
Walter Rudin |
| Analysis of Numerical Methods |
Eugene Isaacson; Herbert Bishop Keller |
| Analytic K-Homology |
Nigel Higson; John Roe |
| Analytic Number Theory |
Henryk Iwaniec; Emmanuel Kowalski |
| Arithmetic Geometry |
Gary Cornell; Joseph H. Silverman |
| Automorphic Forms and Representations |
Daniel Bump |
| Automorphic Forms on Adele Groups |
Stephen S. Gelbart |
| Automorphic Forms, Representations, and L-Functions |
Armand Borel; W. Casselman |
| Autour du nombre Pi |
P. Eymard; J-P. Lafon |
| Basic Number Theory |
André Weil |
| Basic Structures of Function Field Arithmetic |
David Goss |
| Bernstein Polynomials |
George G. Lorentz |
| Brownian Motion and Stochastic Calculus |
Ioannis Karatzas; Steven E. Shreve |
| Central simple algebras |
P. Gille; T. Szamuely |
| Cohomological Induction and Unitary Representations |
Anthony W. Knapp; David A. Vogan |
| Cohomologie Galoisienne |
Jean-Pierre Serre |
| Collected Papers |
Robert Steinberg |
| Commutative Ring Theory |
H. Matsumura |
| Complex Analysis |
Elias M. Stein; Rami Shakarchi |
| Complex Analysis |
Lars Ahlfors |
| Continuous Martingales and Brownian Motion |
Daniel Revuz; Marc Yor |
| Corps locaux |
Jean-Pierre Serre |
| Correspondance Grothendieck-Serre |
Jean-Pierre Serre; Alexandre Grothendieck |
| Cours d'algèbre |
J. Querré |
| Cours d'arithmétique |
Jean-Pierre Serre |
| Current Developments in Mathematics 1995 |
Raoul Bott; Arthur Jaffe; Yau, S.T. |
| Cycles, Transfers, and Motivic Homology Theories |
Vladimir Voevodsky; Andrei Suslin; Eric M. Friedlander |
| Differential Geometry, Lie Groups, and Symmetric Spaces |
Sigurdur Helgason |
| Differential Topology |
Victor Guillemin; Alan Pollack |
| Diophantine Approximation and Abelian Varieties: Introductory Lectures |
B. Edixhoven; J. H. Evertse |
| Discrete Groups, Expanding Graphs and Invariant Measures |
Alexander Lubotzky |
| Dynamical Systems on Homogeneous Spaces |
Alexander N. Starkov |
| Elementary Theory of L-functions and Eisenstein Series |
Haruzo Hida |
| Elementary and Analytic Theory of Numbers |
Henryk Iwaniec |
| Elements of Algebraic Topology |
James R. Munkres |
| Elliptic Curves |
Dale Husemöller |
| Elliptic Modular Functions: An Introduction |
B. Schoeneberg |
| Eléments de topologie algébrique |
Claude Godbillon |
| Espaces vectoriels topologiques |
Nicolas Bourbaki |
| Espaces vectoriels topologiques |
Nicolas Bourbaki |
| Etale Cohomology |
James S. Milne |
| Euler Products and Eisenstein Series |
Goro Shimura |
| Euler Systems |
Karl Rubin |
| Exponential Sums and Differential Equations |
Nicholas M. Katz |
| Exposé de séminaires 1950-1999 |
Jean-Pierre Serre |
| Fonctions d'une variable réelle |
Nicolas Bourbaki |
| Fonctions d'une variable réelle |
Nicolas Bourbaki |
| Fourier Series |
G. H. Hardy; W. W. Rogosinski |
| Functional Analysis |
Walter Rudin |
| Functional Analysis |
Kosaku Yosida |
| Gauss Sums, Kloosterman Sums, and Monodromy Groups |
Nicholas M. Katz |
| Geometry and the Imagination |
David Hilbert; S. Cohn-Vossen |
| Groups Acting on Hyperbolic Space : Harmonic Analysis and Number Theory |
Juergen Elstrodt; Fritz Grunewald; Jens Mennicke |
| Géométrie contemporaine, vol 3 |
B. Dubrovin; A. Fomenko; S. Novikov |
| Heights in Diophantine Geometry |
Enrico Bombieri; Walter Gubler |
| Intersection Theory |
Wiliam Fulton |
| Introduction to Cyclotomic Fields |
Lawrence C. Washington |
| Introduction to Elliptic Curves and Modular Forms |
Neal I. Koblitz |
| Introduction to Lie Algebras and Representation Theory |
James E. Humphreys |
| Introduction to Mathematical Logic |
Elliott Mendelson |
| Introduction to Modular Forms |
Serge Lang |
| Introduction to algebraic geometry |
David Mumford |
| Introduction to the Arithmetic Theory of Automorphic Functions |
Goro Shimura |
| Introduction to the spectral theory of automorphic forms |
Henryk Iwaniec |
| Introduction à l'étude des espaces de Banach Analyse et probabilités |
Daniel Li; Hervé Queffelec |
| Intégration |
Nicolas Bourbaki |
| Intégration |
Nicolas Bourbaki |
| Intégration |
Nicolas Bourbaki |
| Kazhdan's Property (T) |
Bachir Bekka; Pierre de la Harpe; Alain Valette |
| L'héritage de Kolmogorov en mathématiques |
Eric Charpentier; Annick Lesne; Nikolaï Nikolski |
| L'héritage scientifique de Poincaré |
Eric Charpentier; Etienne Ghys; Annick Lesne; Collectif |
| La propriété (T) de Kazhdan pour les groupes localement compacts |
Pierre de la Harpe; Alain Valette |
| Le grand crible dans la théorie analytique des nombres |
E. Bombieri |
| Lie Algebras |
Nathan Jacobson |
| Linear Algebraic Groups |
Armand Borel |
| Linear Algebraic Groups |
T. A. Springer |
| Linear Representations of Finite Groups |
Jean-Pierre Serre |
| Logarithmic Forms and Diophantine Geometry |
A. Baker; G. Wüstholz |
| Mathematical Methods of Classical Mechanics |
V. I. Arnold |
| Mathématiques pour la physique et les physiciens ! |
Walter Appel |
| Metric Structures for Riemannian and Non-Riemannian Spaces |
Mikhail Gromov |
| Model Theory and Algebraic Geometry: An Introduction to E. Hrushovski's Proof of the Geometric Mordell-Lang Conjecture |
Elisabeth Bouscaren |
| Modular Forms and Fermat's Last Theorem |
Gary Cornell; Joseph H. Silverman; Glenn Stevens |
| Modular Forms and Functions |
Robert A. Rankin |
| Moduli of Curves |
Joe Harris; Ian Morrison |
| Motives |
Uwe Jannsen; Steven L. Kleiman; Jean-Pierre Serre |
| Mouvement Brownien à plusieurs páramètres: mesure de Hausdorff des trajectoires |
André Goldman |
| Multiplicative Number Theory I: Classical Theory |
Hugh L. Montgomery; R.C. Vaughan |
| Noncommutative Geometry |
Alain Connes |
| Oeuvres de Émile Picard |
Émile Picard |
| Prime Numbers |
William Ellison |
| Principles of Mathematical Analysis |
Walter Rudin |
| Probability Essentials |
Jean Jacod; Philip Protter |
| Projective Varieties and Modular Forms |
Martin Eichler |
| Quelques aspects des surfaces de Riemann |
Eric Reyssat |
| Ramanujan: Twelve Lectures on Subjects Suggested by His Life and Work |
G. H. Hardy |
| Random Matrices, Frobenius Eigenvalues, and Monodromy |
Nicholas M. Katz; Peter Sarnak |
| Ranks of Elliptic Curves and Random Matrix Theory |
|
| Real Analysis : Modern Techniques and Their Applications |
Gerald B. Folland |
| Representation Theory : A First Course |
William Fulton; Joe Harris |
| Representations and Invariants of the Classical Groups |
Roe Goodman; Nolan R. Wallach |
| Riemann's Zeta Function |
Harold M. Edwards |
| Riemannian Geometry |
Sylvestre Gallot; Dominique Hulin; Jacques Lafontaine |
| Rigid Local Systems |
Nicholas M. Katz |
| Rigidity in Dynamics and Geometry |
M. Burger, A. Iozzi |
| SL(2, R) |
Serge Lang |
| Selected Works of Ilya Piatetski-Shapiro |
James Cogdell; Simon Gindikin; Peter Sarnak |
| Seminaire Bourbaki (Asterisque, 307 |
|
| Siegel's modular forms and Dirichlet series |
Hans Maass |
| Some Applications of Diophantine Approximation to Diophantine Equations |
U. Zannier |
| Some Applications of Modular Forms |
Peter Sarnak |
| Sommes exponentielles |
Nicholas M. Katz |
| Souvenirs d'apprentissage |
André Weil |
| Special functions and Their Applications |
N.N. Lebedev |
| Sur les groupes classiques |
Jean Dieudonné |
| Surveys on Surgery Theory |
Sylvain Cappell; Andrew Ranicki; Joanathan Rosenberg |
| Symmetric Functions and Hall Polynomials (Oxford Mathematical Monographs) |
I. G. Macdonald |
| Séminaire Bourbaki / Février 1970 / 370-375 |
|
| Séminaire Bourbaki / Février 1974 / 442-447 |
|
| Séminaire Bourbaki / Juin 1969 / 358-363 |
|
| Séminaire Bourbaki / Juin 1975 / 465-470 |
|
| Séminaire Bourbaki / Novembre 1969 / 364-369 |
|
| Séminaire Bourbaki / Novembre 1970 / 382-387 |
|
| Séminaire sur les pinceaux de courbes elliptiques |
Lucien Szpiro |
| Table of Integrals, Series, and Products, Sixth Edition |
I. S. Gradshteyn; I. M. Ryzhik |
| The Action Principle and Partial Differential Equations |
Demetrios Christodoulou |
| The Analysis of Linear Partial Differential Operators I : Distribution Theory and Fourier Analysis |
Lars Hörmander |
| The Arithmetic of Elliptic Curves |
Joseph H. Silverman |
| The Book of Involutions |
Alexander Merkurjev; Markus Rost; Jean-Pierre Tignol; Max-Albert Knus |
| The Essential John Nash |
John Nash; Harold William Kuhn; Sylvia Nasar |
| The Large Sieve and its Applications: Arithmetic Geometry, Random Walks and Discrete Groups |
Emmanuel Kowalski |
| The Selberg trace formula for PSL (2, IR), II |
Dennis A Hejhal |
| The Theory of Algebraic Number Fields |
David Hilbert |
| The Theory of Functions |
E. C. Titchmarsh |
| The Theory of the Riemann Zeta-Function |
E. C. Titchmarsh; D. R. Heath-Brown |
| The Topology of Fibre Bundles |
Norman Steenrod |
| Theta functions |
Jun-ichi Igusa |
| Three Pearls of Number Theory |
A. Y. Khinchin |
| Théorie de Hodge et géométrie algébrique complexe |
Claire Voisin |
| Théorie des ensembles |
Nicolas Bourbaki |
| Théorie des ensembles |
Nicolas Bourbaki |
| Théorie des ensembles |
Nicolas Bourbaki |
| Théorie des ensembles |
Nicolas Bourbaki |
| Théorie des faisceaux |
Roger Godement |
| Topics in Classical Automorphic Forms |
Henryk Iwaniec |
| Topics in Ergodic Theory |
Ya. G. Sinai |
| Topics in Geometric Group Theory |
Pierre de la Harpe |
| Topologie générale |
Nicolas Bourbaki |
| Topologie générale |
Nicolas Bourbaki |
| Topologie générale |
Nicolas Bourbaki |
| Topologie générale |
Nicolas Bourbaki |
| Topologie générale |
Nicolas Bourbaki |
| Topology |
James Munkres |
| Topology from the Differentiable Viewpoint |
John Milnor |
| Transcendental Number Theory |
Alan Baker |
| Trigonometric Series |
A. Zygmund |
| Un cours de théorie analytique des nombres |
Emmanuel Kowalski |
| Une introduction aux motifs |
Yves André |
| Van der Corput's Method for Exponential Sums |
S. W. Graham; Grigori Kolesnik |
| Variétés différentielles et analytiques |
Nicolas Bourbaki |
| Winning Ways for Your Mathematical Plays |
Elwyn R. Berlekamp; John Horton Conway; Richard K. Guy |
| Young Tableaux : With Applications to Representation Theory and Geometry |
William Fulton |
| Zeta Functions of Simple Algebras |
Roger Godement; Hervé Jacquet |
| ?uvres de Jacques Hadamard |
Hadamard, Jacques |