正在编一个书目，想知道以下书中哪些有中文版。

请告知 作者，中文书名，出版社，出版年。

非常感谢！

lushn@hep.com.cn

noindent Abikoff

    The Real Analytic Theory of Teichm"uller Space, 136

 noindent  Abraham,  Marsden

     Foundations of Mechanics, 510

 noindent  Abramenko,  Brown

     Buildings. Theory and Applications, 453

 noindent  Acton

     Numerical Methods that Work, 609

 noindent  Adams, J.

     Stable Homotopy and Generalised Homology, 331

 noindent  Adem, Milgram

     Cohomology of Finite Groups, 336

 noindent  Agmon

     Lectures on Elliptic Boundary Value Problems, 420

 noindent  Ahlfors

      Conformal Invariants: Topics in Geometric Function Theory,

       133

     Lectures on Quasiconformal Mappings, 132

 noindent  Aigner

     Combinatorial Theory, 542

 noindent  Ainsworth, Oden

     A Posteriori Error Estimation in Finite Element Analysis,

       618

 noindent  Akhiezer, Glazman

     Theory of Linear Operators in Hilbert Space, 170

 noindent  Akivis,  Rosenfeld

     'Elie Cartan (1869--1951), 74

 noindent  Alexandroff, Hopf

     Topologie I, 316

 noindent  Alexandrov (or Alexandroff)

     Combinatorial Topology, 317

 noindent  Alfsen

     Compact Convex Sets and Boundary Integrals, 312

 noindent  Alligood,  Sauer, Yorke

     Chaos. An Introduction to Dynamical Systems, 519

 noindent  Alon,    Spencer

     The Probabilistic Method, 574

 noindent  Ambrosio, Fusco, Pallara

      Functions of Bounded Variation and Free Discontinuity Problems,

       430

 noindent  Anderson, Guionnet, Zeitouni

     An Introduction to Random Matrices, 579

 noindent  Andrews

     The Theory of Partitions, 404

 noindent  Apostol

     Calculus, 84

   noindent  Arbarello, Cornalba, Griffiths

     Geometry of Algebraic Curves, II, 298

 noindent  Arbarello, Cornalba, Griffiths, Harris

      Geometry of Algebraic Curves, I, 297

 noindent  Arnold, L.

     Random Dynamical Systems, 521

 noindent  Arnold, V.

     Geometrical Methods in the Theory of Ordinary Differential Equations,

       409

   noindent  Artin, E.

     Geometric Algebra, 450

 noindent  Ash,   Gross

     Fearless  Symmetry. Exposing the Hidden Patterns of Numbers,

       33

 noindent  Astala, Iwaniec, Martin

     Elliptic Partial Differential Equations and Quasiconformal Mappings in the Plane,

       134

 noindent  Atiyah

     $K$-theory, 333

 \noindent  Attouch

     Variational Convergence for Functions and Operators, 269

 \noindent  Aubin

     Nonlinear Analysis on Manifolds. Monge \newline Amp\'ere Equations,

       260

     Some Nonlinear Problems in Riemannian Geometry, 260

 \noindent  Aubin, Cellina

     Differential Inclusions, 311

 \noindent  Aubin, Ekeland

     Applied Nonlinear Analysis, 102

 \noindent  Aubin, Frankowska

     Set-valued analysis, 102

 \noindent  Auslander,  Reiten,  Smalo

     Representation Theory of Artin Algebras, 491

 \noindent  Babin, Vishik

     Attractors of Evolution Equations, 525

 \noindent  Baker

     Principles of Geometry, 283

     Transcendental Number Theory, 380

 \noindent  Ballmann, Gromov, Schroeder

     Manifolds of Nonpositive Curvature, 253

 \noindent  Bannai, Ito

     Algebraic Combinatorics. I. Association Schemes, 537

 \noindent  Bardi,  Capuzzo-Dolcetta

     Optimal Control and Viscosity Solutions of Hamilton-Jacobi-Bellman Equations,

       432

 \noindent  Barth, Hulek,  Peters, Ven

     Compact Complex Surfaces, 299

 \noindent  Bass

     Algebraic $K$-theory, 334

 \noindent  Baxter

     Exactly Solved Models in Statistical Mechanics, 509

 \noindent  Beardon

     Iteration of Rational Functions, 529

 \noindent  Beauville

     Surfaces Algebriques Complexes, 300

 \noindent  Beckenbach, Bellman

     Inequalities, 111

 \noindent  Becker, Weispfenning

     Gr\"{o}bner Bases. A Computational Approach to Commutative Algebra,

       540

\noindent  Benedetti, Petronio

     Lectures on Hyperbolic Geometry, 347

 \noindent  Bennett, Sharpley

     Interpolation of Operators, 157

 \noindent  Benson

     Representations and Cohomology, 335

 \noindent  Bensoussan, Lions,   Papanicolaou

     Asymptotic Analysis for Periodic Structures, 415

 \noindent  Berge

     Graphs, 547

 \noindent  Bergh, L\"ofstr\"om

     Interpolation Spaces. An Introduction, 156

 \noindent  Berline, Getzler, Vergne

     Heat Kernels and Dirac Operators, 262

 \noindent  Berman, Plemmons

     Nonnegative Matrices in the Mathematical Sciences, 193

 \noindent  Bertoin

     L\'evy Processes, 567

 \noindent  Besicovitch

     Almost Periodic Functions, 143

 \noindent  Besse

     Einstein Manifolds, 248

     Manifolds all of Whose Geodesics are Closed, 248

 \noindent  Bhatia

     Matrix Analysis, 193

 \noindent  Bhatia,   Szeg\"{o}

     Stability Theory of Dynamical Systems, 522

 \noindent  Biggs

     Algebraic Graph Theory, 546

 \noindent  Billingsley

     Convergence of Probability Measures, 558

     Probability and measure, 558

 \noindent  Bingham, Goldie, Teugels

     Regular variation, 94

 \noindent  Birkhoff, Ga.

     Lattice Theory, 200

 \noindent  Birkhoff, Ge.

     Dynamical Systems, 518

 \noindent  Birman

     Braids, Links, and Mapping Class Groups, 350

 \noindent  Bishop, Crittenden

     Geometry of Manifolds, 236

 \noindent  Bix

     Conics and Cubics, 289

 \noindent  Bjorck, Dahlquist

     Numerical Methods, 610

 \noindent  Blair

     Riemannian Geometry of Contact and Symplectic Manifolds,

       292

 \noindent  Bochnak, Coste,  Roy

     Real Algebraic Geometry, 290

 \noindent  Bohner, Peterson

     Dynamic Equations on Time Scales, 523

 \noindent  Bohr

     Almost Periodic Functions, 144

 \noindent  Bollob\'as

     Graph Theory. An Introductory Course, 544

     Modern Graph Theory, 544

     Random Graphs, 550

 \noindent  Bolza

     Lectures on the Calculus of Variations, 270

 \noindent  Bombieri, Gubler

     Heights in Diophantine Geometry, 388

 \noindent  Borel

     Essays in the History of Lie Groups and Algebraic Groups,

       74

     Introduction aux groupes arithm\'etiques, 461

     Linear Algebraic Groups, 443

 \noindent  Borel, Casselman

     Automorphic Forms, Representations and $L$-functions, 401

 \noindent  Borel, Wallach

     Continuous Cohomology, Discrete Subgroups, and Representations of Reductive Groups,

       402

 \noindent  Borevich,  Shafarevich

     Number Theory, 360

 \noindent  Borwein,  Erdolyi

     Polynomials and Polynomial Inequalities, 105

 \noindent  Bosch, G\"{u}ntzer, Remmert

     Non-Archimedean Analysis. A Systematic Approach to Rigid Analytic Geometry,

       391

 \noindent  Bosch, L\"{u}tkebohmert,  Raynaud

     N\'eron Models, 391

 \noindent  Bott,   Tu

     Differential Forms in Algebraic Topology, 341

 \noindent  Bourbaki

     Commutative Algebra, 220

     Elements of the History of Mathematics, 62

     Lie Groups and Lie Algebras, 440

 \noindent  Bowen

     Equilibrium States and the Ergodic Theory of Anosov Diffeomorphisms,

       533

 \noindent  Boyd,  El Ghaoui, Feron, Balakrishnan

     Linear Matrix Inequalities in System and Control Theory,

       113

 \noindent  Boyd, Vandenberghe

     Convex Optimization, 605

 \noindent  Bredon

     Introduction to Compact Transformation\newline Groups, 473

     Topology and Geometry, 326

 \noindent  Breiman

     Probability, 555

 \noindent  Brenner,  Scott

      The Mathematical Theory of Finite Element Methods, 615

 \noindent  Brezis

      Functional Analysis, Sobolev Spaces and Partial Differential Equations,

       184

     Operateurs Maximaux Monotones et Semi-groupes de Contractions dans les espaces de Hilbert,

       185

 \noindent  Brezzi, Fortin

     Mixed and Hybrid Finite Element Methods, 615

 \noindent  Bridson,  Haefliger

     Metric Spaces of Non-positive Curvature, 255

 \noindent  Brieskorn, Kn\"orrer

     Plane Algebraic Curves, 298

 \noindent  Brocker, tom Dieck

     Representations of Compact Lie Groups, 490

 \noindent  Brouwer,  Cohen,  Neumaier

     Distance-regular Graphs, 548

 \noindent  Browder

     Surgery on Simply-connected Manifolds, 351

 \noindent  Brown

     Buildings, 452

     Cohomology of Groups, 335

 \noindent  Bruns, Herzog

     Cohen-Macaulay Rings, 223

 \noindent  Buhler

     Gauss. A Biographical Study, 53

 \noindent  Bump

     Automorphic Forms and Representations, 402

 \noindent  Burago, Burago,  Ivanov

     A Course in Metric Geometry, 254

 \noindent  Burago, Zalgaller

     Geometric Inequalities, 112

 \noindent  Burde, Zieschang

     Knots, 329

 \noindent  Burnside

     Theory of Groups of Finite Order, 207

 \noindent  Burris, Sankappanavar

     A Course in Universal Algebra, 203

 \noindent  Busemann

     The Geometry of Geodesics, 240

 \noindent  Buser

     Geometry and Spectra of Compact Riemann Surfaces, 139

 \noindent  Byron, Fuller

     Mathematics of Classical and Quantum Physics, 496

 \noindent  Caffarelli, Cabr\'e

     Fully Nonlinear Elliptic Equations, 427

 \noindent  Canuto, Hussaini, Quarteroni, Zang

     Spectral Methods in Fluid Dynamics, 430

 \noindent  Carleson, Gamelin

     Complex Dynamics, 529

 \noindent  Carslaw, Jaeger

     Conduction of Heat in Solids, 424

 \noindent  Cartan, Eilenberg

     Homological Algebra, 226

 \noindent  Carter

     Finite Groups of Lie Type. Conjugacy Classes and Complex Characters,

       206

     Simple Groups of Lie Type, 205

 \noindent  Cassels

     An Introduction to Diophantine Approximation, 381

     An Introduction to the Geometry of Numbers, 371

     Local Fields, 369

     Rational Quadratic Forms, 391

 \noindent  Cassels,  Fr\"{o}hlich

     Algebraic Number Theory, 365

 \noindent  Casson, Bleiler

     Automorphisms of Surfaces after Nielsen and Thurston, 346

 \noindent  Castaing, Valadier

     Convex Analysis and Measurable Multifunctions, 310

 \noindent  Cercignani

     The Boltzmann Equation and its Applications, 508

 \noindent  Cercignani, Illner, Pulvirenti

     The Mathematical Theory of Dilute Gases, 508

 \noindent  Cesari

     Optimization---Theory and Applications. Problems with Ordinary Differential Equations,

       608

     symptotic Behavior and Stability Problems in Ordinary Differential Equations,

       407

 \noindent  Chang

     Infinite-dimensional Morse Theory and Multiple Solution Problems,

       418

 \noindent  Chang,    Keisler

     Model Theory, 589

 \noindent  Chavel

     Eigenvalues in Riemannian Geometry, 261

     Riemannian Geometry--a Modern Introduction, 237

 \noindent  Cheeger, Ebin

     Comparison Theorems in Riemannian Geometry, 241

 \noindent  Chen, Shaw

     Partial Differential Equations in Several Complex Variables,

       125

 \noindent  Chern

     Complex Manifolds Without Potential Theory, 273

 \noindent  Chevalley

     Theory of Lie Groups. I. , 438

 \noindent  Chihara

     An Introduction to Orthogonal Polynomials, 106

 \noindent  Chow, Hale

     Methods of Bifurcation Theory, 409

 \noindent  Chriss,  Ginzburg

     Representation Theory and Complex Geometry, 489

 \noindent  Chung

     A Course in Probability Theory, 554

     Spectral Graph Theory, 549

 \noindent  Church

     Introduction to Mathematical Logic, 582

 \noindent  Ciarlet

     The Finite Element Method for Elliptic Problems, 617

 \noindent  Clarke

     Optimization and Nonsmooth Analysis, 103

 \noindent  Clemens

     A Scrapbook of Complex Curve Theory, 298

 \noindent  Clifford, Preston

     The Algebraic Theory of Semigroups, 203

 \noindent  Coddington, Levinson

     Theory of Ordinary Differential Equations, 406

 \noindent  Cohen, H.

     A Course in Computational Algebraic Number Theory, 368

     Advanced Topics in Computational Number Theory, 368

 \noindent  Cohen, P.

     Set Theory and the Continuum Hypothesis, 587

 \noindent  Cohn

     Measure Theory, 98

 \noindent  Collet, Eckmann

     Iterated Maps on the Interval as Dynamical Systems, 520

 \noindent  Colton, Kress

     Integral Equation Methods in Scattering Theory, 515

     Inverse Acoustic and Electromagnetic Scattering Theory,

       417

 \noindent  Comtet

     Advanced Combinatorics. The Art of Finite and Infinite Expansions,

       537

 \noindent  Conley

     Isolated Invariant Sets and the Morse Index, 410

 \noindent  Connes

     Noncommutative Geometry, 178

 \noindent  Constantin, Foias

     Navier-Stokes Equations, 432

 \noindent  Conway,  Burgiel,  Goodman-Strauss

     The Symmetries of Things, 30

 \noindent  Conway,  Curtis,  Norton,   Parker,  Wilson

     Atlas of finite groups.  Maximal subgroups and ordinary characters for simple groups,

       212

 \noindent  Conway, J.B.

      A Course in Functional Analysis, 166

 \noindent  Conway, J.H.

     On Numbers and Games, 605

 \noindent  Conway, Sloane

     Sphere Packings, Lattices and Groups, 543

 \noindent  Cormen,  Leiserson, Rivest

     Introduction to Algorithms, 600

 \noindent  Cornfeld, Fomin, Sinai

     Ergodic Theory, 532

 \noindent  Corwin,  Greenleaf

     Representations of Nilpotent Lie Groups and Their Applications. Part I. Basic Theory and Examples,

       490

 \noindent  Courant,  Friedrichs

     Supersonic Flow and Shock Waves, 431

\noindent  Cover,  Thomas

     Elements of Information Theory, 593

 \noindent  Cowen, MacCluer

     Composition Operators on Spaces of Analytic Functions, 155

 \noindent  Cox

     Primes of the Form $x^2+ny^2$. Fermat, Class Field Theory and Complex Multiplication,

       58

 \noindent  Cox, Little, O'Shea

     Ideals, Varieties, and Algorithms, 224

     Using Algebraic Geometry, 539

 \noindent  Coxeter

     Introduction to Geometry, 39

     Projective Geometry, 40

     Regular Polytopes, 41

 \noindent  Coxeter, Moser

     Generators and Relations for Discrete Groups, 468

 \noindent  Crilly

     Arthur Cayley, 54

 \noindent  Croft, Falconer, Guy

     Unsolved Problems in Geometry, 110

 \noindent  Crowell, Fox

     Introduction to Knot Theory, 330

 \noindent  Csisz\'ar, K\"orner

     Information Theory. Coding Theorems for Discrete Memoryless Systems,

       594

 \noindent  Curtain,  Zwart

     An Introduction to Infinite-dimensional Linear Systems Theory,

       526

 \noindent  Curtis

     Pioneers of Representation Theory: Frobenius, Burnside, Schur, and Brauer,

       67

 \noindent  Curtis,  Reiner

     Methods of Representation Theory, 215

 \noindent  Curtis, Reiner

     Representation Theory of Finite Groups and Associative Algebras,

       214

 \noindent  Cvetkovi\'c, Doob,  Sachs

     Spectra of Graphs, 549

 \noindent  Da Prato, Zabczyk

     Stochastic Equations in Infinite Dimensions, 570

 \noindent  Dacorogna

     Direct Methods in the Calculus of Variations, 268

 \noindent  Dafermos

     Hyperbolic Conservation Laws in Continuum Physics, 434

 \noindent  Dal Maso

     An Introduction to $\Gamma$-convergence, 269

 \noindent  Davenport

     Multiplicative Number Theory, 379

     The Higher Arithmetic. An Introduction to the Theory of Numbers,

       359

 \noindent  David,  Semmes

     Analysis of and on Uniformly Rectifiable Sets, 101

 \noindent  Davies

     Heat Kernels and Spectral Theory, 262

 \noindent  Davis

     Circulant Matrices, 194

     The Geometry and Topology of Coxeter Groups, 473

 \noindent  Davis,  Rabinowitz

     Methods of Numerical Integration, 612

 \noindent  de Azc\'arraga, Izquierdo

     Lie Groups, Lie Algebras, Cohomology and Some Applications in Physics,

       481

 \noindent  de Boor

     A Practical Guide to Splines, 619

 \noindent  de la Harpe

     Topics in Geometric Group Theory, 468

 \noindent  de Melo,  van Strien

     One-dimensional Dynamics, 520

 \noindent  Deift

     Orthogonal Polynomials and Random Matrices: a Riemann-Hilbert Approach,

       579

 \noindent  Deimling

     Nonlinear Functional Analysis, 185

 \noindent  Deligne

     Cohomologie \'etale, 389

 \noindent  Demazure, Gabriel

     Groupes alg\'ebriques. Tome I: G\'eom\'etrie\newline alg\'ebrique, g\'en\'eralit\'es, groupes commutatifs,

       445

     Introduction to Algebraic Geometry and Algebraic Groups,

       445

 \noindent  Dembo, Zeitouni

     Large Deviations Techniques and Applications, 572

 \noindent  Dembowski

     Finite Geometries, 455

 \noindent  Derezi\'nski,   G\'erard

     Scattering Theory of Classical and Quantum $N$-particle Systems,

       513

 \noindent  Derksen,  Kemper

     Computational Invariant Theory, 449

 \noindent  Deuschel,  Stroock

     Large Deviations, 572

 \noindent  Devaney

     An Introduction to Chaotic Dynamical Systems, 519

 \noindent  DeVore, Lorentz

     Constructive Approximation, 618

 \noindent  Dickson

     History of the Theory of Numbers. I, II, III, 69

 \noindent  Diestel

     Graph Theory, 545

 \noindent  Diestel,  Jarchow, Tonge

     Absolutely Summing Operators, 168

 \noindent  Diestel, Uhl

     Vector Measures, 100

 \noindent  Dieudonn\'e

     A History of Algebraic and Differential Topology 1900--1960,

       72

     Foundations of Modern Analysis (3--9), 91

 \noindent  Dirac

     General Theory of Relativity, 502

 \noindent  Dixmier

     $C^*$-algebras, 181

     von Neumann algebras, 180

 \noindent  Dixon, Mortimer

     Permutation Groups, 210

 \noindent  do Carmo

     Riemannian geometry, 237

 \noindent  Dolgachev

     Lectures on Invariant Theory, 294

 \noindent  Donaldson,   Kronheimer

     The Geometry of Four-manifolds, 349

 \noindent  Doob

     Classical Potential Theory and Its Probabilistic Counterpart,

       563

     Stochastic Processes, 563

 \noindent  Doyle,   Snell

     Random Walks and Electric Networks, 561

 \noindent  Drake,  Singh

     Intermediate Set Theory, 585

 \noindent  Du Sautoy

     Symmetry: A Journey into the Patterns of Nature, 28

 \noindent  Dudley

     Real Analysis and Probability, 557

 \noindent  Dugundji

     Topology, 320

 \noindent  Dunford,  Schwartz

     Linear Operators, 175

 \noindent  Dunham

     Euler: the Master of Us All, 54

 \noindent  Duoandikoetxea

     Fourier Analysis, 142

 \noindent  Duren

     Theory of $H^{p}$ Spaces, 153

 \noindent  Durrett

     Probability: Theory and Examples, 556

 \noindent  Dym,  McKean

     Fourier Series and Integrals, 142

 \noindent  Edwards

     Riemann's Zeta Function, 373

 \noindent  Eichler, Zagier

     The Theory of Jacobi Forms, 403

 \noindent  Eilenberg

     Automata, Languages, and Machines, 601

 \noindent  Eilenberg,  Steenrod

     Foundations of Algebraic Topology, 325

 \noindent  Eisenbud

     Commutative Algebra. With a View Toward Algebraic Geometry,

       221

 \noindent  Eisenhart

     Riemannian Geometry, 239

 \noindent  Ekeland,  T\'emam

     Convex Analysis and Variational Problems, 310

 \noindent  Ellis

     Entropy, Large Deviations, and Statistical Mechanics, 573

 \noindent  Engel, Nagel

     One-parameter Semigroups for Linear Evolution Equations,

       176

 \noindent  Engelking

     General Topology, 320

 \noindent  Engl,   Hanke,   Neubauer

     Regularization of Inverse Problems, 417

 \noindent  Enriques

     Le Superficie Algebriche, 301

 \noindent  Epstein, Cannon, Holt, Levy, Paterson, Thurston

     Word Processing in Groups, 469

 \noindent  Erd\'elyi,  Magnus, Oberhettinger, Tricomi

     Higher Transcendental Functions, 86

 \noindent  Ethier, Kurtz

     Markov Processes, 569

 \noindent  Evans

     Partial Differential Equations, 411

 \noindent  Evans, Gariepy

     Measure Theory and Fine Properties of Functions, 99

 \noindent  Faddeev, Takhtajan

     Hamiltonian Methods in the Theory of Solitons, 515

 \noindent  Falconer

     The Geometry of Fractal Sets, 271

 \noindent  Faltings,  Chai

     Degeneration of Abelian Varieties, 385

 \noindent  Faraut, Kor\'anyi

     Analysis on Symmetric Cones, 257

 \noindent  Farkas, Kra

     Riemann Surfaces, 131

 \noindent  Federer

     Geometric Measure Theory, 265

 \noindent  Feit

     The Representation Theory of Finite Groups, 213

 \noindent  Fenchel, Nielsen

     Discontinuous Groups of Isometries in the Hyperbolic Plane,

       466

 \noindent  Feynman,Leighton,Sands

     The Feynman Lectures on Physics, 500

 \noindent  Field, Golubitsky

     Symmetry in Chaos. A Search for Pattern in Mathematics, Art, and Nature,

       31

 \noindent  Fine

     Basic Hypergeometric Series and Applications, 403

 \noindent  Fleming, Soner

     Controlled Markov Processes and Viscosity Solutions, 564

 \noindent  Fletcher, Markovic

     Quasiconformal Maps and Teichm\"uller Theory, 138

 \noindent  Folland

     Harmonic Analysis in Phase Space, 159

     Real Analysis. Modern Techniques and Their Applications,

       92

 \noindent  Forster

     Lectures on Riemann Surfaces, 131

 \noindent  Forsythe, Wasow

     Finite-difference Methods for Partial Differential Equations,

       616

 \noindent  Fraleigh

     A first Course in Abstract Algebra, 200

 \noindent  Frankel

     The Geometry of Physics, 239

 \noindent  Frenkel, Lepowsky, Meurman

     Vertex Operator Algebras and the Monster, 479

 \noindent  Fricke, Klein

     Vorlesungen \"uber die Theorie der elliptischen Modulfunctionen,

       395

     Vorlesungen uber die Theorie der automorphen Funktionen,

       394

 \noindent  Fried, Jarden

     Field Arithmetic, 392

 \noindent  Fuchs

     Infinite Abelian Groups, 471

 \noindent  Fukushima,  Oshima,  Takeda

     Dirichlet Forms and Symmetric Markov Processes, 559

 \noindent  Fulton

     Algebraic Curves. An Introduction to Algebraic Geometry,

       288

     Intersection Theory, 302

     Introduction to Intersection Theory in Algebraic Geometry,

       303

     Introduction to Toric Varieties, 307

     Young Tableaux, 484

 \noindent  Fulton,   Harris

     Representation Theory. A first Course, 487

 \noindent  Furstenberg

     Recurrence in Ergodic Theory and Combinatorial Number Theory,

       534

 \noindent  Galdi

     An Introduction to the Mathematical Theory of the Navier-Stokes Equations,

       432

 \noindent  Gallot, Hulin, Lafontaine

     Riemannian Geometry, 238

 \noindent  Garcia-Cuerva, Rubio de Francia

     Weighted Norm Inequalities and Related Topics, 113

 \noindent  Gardiner

     Teichm\"uller Theory and Quadratic Differentials, 137

 \noindent  Gardiner, Lakic

     Quasiconformal Teichm\"uller Theory, 137

 \noindent  Gardner

     Geometric Tomography, 312

 \noindent  Garey,   Johnson

     Computers and Intractability, 600

 \noindent  Garnett

     Bounded Analytic Functions, 152

 \noindent  Garnett, Marshall

     Harmonic Measure, 153

 \noindent  Garrett

     Buildings and Classical Groups, 453

 \noindent  Gasper, Rahman

     Basic Hypergeometric Series, 403

 \noindent  Geck

     An Introduction to Algebraic Geometry and Algebraic Groups,

       447

 \noindent  Gelbart

     Automorphic Forms on Ad\'ele Groups, 399

 \noindent  Gelfand

     Lectures on Linear Algebra, 188

 \noindent  Gelfand,  Fomin

     Calculus of Variations, 268

 \noindent  Gelfand,  Graev, Pyatetskii-Shapiro

     Representation Theory and Automorphic Functions, 172, 397

 \noindent  Gelfand,  Kapranov, Zelevinsky

     Discriminants, Resultants, and Multidimensional Determinants,

       308

 \noindent  Gelfand,  Manin

     Methods of Homological Algebra, 229

 \noindent  Gelfand, Graev, Vilenkin,

     Generalized Functions V, 172

 \noindent  Gelfond

     Transcendental and Algebraic Numbers, 381

 \noindent  George, Askey, Roy

     Special Functions, 87

 \noindent  Georgii

     Gibbs Measures and Phase Transitions, 508

 \noindent  Giaquinta

     Multiple Integrals in the Calculus of Variations and Nonlinear Elliptic Systems,

       269

 \noindent  Gilkey

     Invariance Theory, the Heat equation, and the Atiyah-Singer Index Theorem,

       263

 \noindent  Gillman,  Jerison

     Rings of Continuous Functions, 183

 \noindent  Girault, Raviart

     Finite Element Methods for Navier-Stokes Equations, 617

 \noindent  Giusti

     Minimal Surfaces and Functions of Bounded Variation, 252

 \noindent  Glimm,  Jaffe

     Quantum Physics. A Functional Integral Point of View, 509

 \noindent  Godel

     The Consistency of the Continuum Hypothesis, 587

 \noindent  Godement

     Topologie alg\'ebrique et th\'eorie des faisceaux, 127

 \noindent  Godsil, Royle

     Algebraic Graph Theory, 547

 \noindent  Goebel, Kirk

     Topics in Metric Fixed Point Theory, 321

 \noindent  Gohberg,  Krein

     Introduction to the Theory of Linear Nonselfadjoint Operators,

       170

 \noindent  Goldman

     Complex Hyperbolic Geometry, 466

 \noindent  Goldstein,  Poole,  Safko

     Classical Mechanics, 511

 \noindent  Golubitsky, Guillemin

     Stable Mappings and Their Singularities, 340

 \noindent  Golumbic

     Algorithmic Graph Theory and Perfect Graphs, 549

 \noindent  Goluzin

     Geometric Theory of Functions of a Complex Variable, 121

 \noindent  Gompf, Stipsicz

     $4$-manifolds and Kirby Calculus, 349

 \noindent  Goodman, Wallach

     Representations and Invariants of the Classical Groups,

       486

     Symmetry, Representations, and Invariants, 487

 \noindent  Gorenstein

     Finite Groups, 208

 \noindent  Gorenstein,  Lyons,  Solomon

     The Classification of the Finite Simple Groups, 211

 \noindent  Goresky, MacPherson

     Stratified Morse theory, 342

 \noindent  Goursat

     A Course in Mathematical Analysis, 81

 \noindent  Gowers,  Barrow-Green,  Leader

     The Princeton Companion to Mathematics, 14

 \noindent  Granas,   Dugundji

     Fixed Point Theory, 321

 \noindent  Gratzer

     General Lattice Theory, 201

 \noindent  Grauert,  Remmert

     Coherent Analytic Sheaves, 126

 \noindent  Greenleaf

     Invariant Means on Topological Groups and Their Applications,

       534

 \noindent  Griffiths,  Harris

     Principles of Algebraic Geometry, 286

 \noindent  Grimmett

     Percolation, 575

 \noindent  Grisvard

     Elliptic Problems in Nonsmooth Domains, 420

 \noindent  Grochenig

     Foundations of Time-frequency Analysis, 144

 \noindent  Gromov

      Metric Structures for Riemannian and Non-Riemannian Spaces,

      253

     Asymptotic Invariants of Infinite Groups. Geometric Group Theory,

       469

     Partial Differential Relations, 264

 \noindent  Grothendieck

     The \'El\'ements de g\'eom\'etrie alg\'ebrique, 279

 \noindent  Grotschel,    Lov\'asz,   Schrijver

     Geometric Algorithms and Combinatorial Optimization, 607

 \noindent  Gruber

     Convex and Discrete Geometry, 311

 \noindent  Gruber,  Lekkerkerker

     Geometry of Numbers, 371

 \noindent  Grunbaum

     Convex Polytopes, 538

 \noindent  Grunbaum,  Shephard

     Tilings and Patterns, 31

     Tilings and Patterns. An Introduction, 32

 \noindent  Guckenheimer,  Holmes

     Nonlinear Oscillations, Dynamical Systems, and Bifurcations of Vector Fields,

       522

 \noindent  Guillemin,  Sternberg

     Symplectic Techniques in Physics, 290

 \noindent  Guillemin, Pollack

     Differential Topology, 340

 \noindent  Guillemin, Sternberg

     Geometric Asymptotics, 414

 \noindent  Gunning

     Introduction to Holomorphic Functions of Several Variables,

       124

 \noindent  Gunning, Rossi

     Analytic Functions of Several Complex Variables, 123

 \noindent  Hairer, Norsett, Wanner

     Solving Ordinary Differential Equations, 612

 \noindent  Halberstam, Richert

     Sieve Methods, 377

 \noindent  Hale

     Asymptotic Behavior of Dissipative Systems, 524

     Theory of Functional Differential Equations, 528

 \noindent  Hale, Verduyn Lunel

     Introduction to Functional-differential Equations, 528

 \noindent  Hall, Heyde

     Martingale Limit Theory and its Application, 567

 \noindent  Halmos

     Finite-dimensional vector spaces, 189

     Naive Set Theory, 584

 \noindent  Hardy

     Divergent Series, 94

 \noindent  Hargittai I.,  Hargittai M.

     Symmetry: A Unifying Concept, 36

 \noindent  Hargittai I., Hargittai M.

     Symmetry Through the Eyes of a Chemist, 35

 \noindent  Harris

     Algebraic Geometry. A First Course, 287

 \noindent  Harris, Morrison

     Moduli of Curves, 296

 \noindent  Hartman

     Ordinary Differential Equations, 407

 \noindent  Hasse

     Number Theory, 360

 \noindent  Hatcher

     Algebraic Topology, 326

 \noindent  Hawkins

     Emergence of the Theory of Lie Groups. An Essay in the History of Mathematics 1869--1926,

       73

 \noindent  Hayman

     Meromorphic Functions, 122

 \noindent  Haynes,  Hedetniemi, Slater

     Fundamentals of Domination in Graphs, 548

 \noindent  Heinonen

     Lectures on Analysis on Metric Spaces, 100

 \noindent  Heinonen,   Kilpel\"{a}inen, Martio

     Nonlinear Potential Theory of Degenerate Elliptic Equations,

       151

 \noindent  Helgason

     Differential Geometry and Symmetric Spaces, 256

     Differential Geometry, Lie Groups, and Symmetric Spaces,

       256

     Geometric Analysis on Symmetric Spaces, 257

 \noindent  Hempel

     3-manifolds, 348

 \noindent  Henrici

     Applied and Computational Complex Analysis, 119

 \noindent  Henry

     Geometric Theory of Semilinear Parabolic Equations, 423

 \noindent  Herstein

     Topics in Algebra, 200

 \noindent  Hewitt,  Ross

     Abstract Harmonic Analysis, 145

 \noindent  Hilbert

     The Theory of Algebraic Number Fields, 363

     Theory of Algebraic Invariants, 448

 \noindent  Hille, Phillips

     Functional Analysis and Semi-groups, 177

 \noindent  Hiller

     Geometry of Coxeter Groups, 472

 \noindent  Hindry, Silverman

     Diophantine Geometry. An Introduction, 387

 \noindent  Hiriart-Urruty, Lemar\'echal

     Convex Analysis and Minimization Algorithms, 604

 \noindent  Hirsch

     Differential Topology, 340

 \noindent  Hirsch, Smale

     Differential Equations, Dynamical Systems, and Linear Algebra,

       409

 \noindent  Hirschfeld

     Projective Geometries Over Finite Fields, 454

 \noindent  Hirschfeld,  Thas

     General Galois Geometries, 454

 \noindent  Hirzebruch

     Topological Methods in Algebraic Geometry, 289

 \noindent  Hodge

     The Theory and Applications of Harmonic Integrals, 341

 \noindent  Hodge, Pedoe

     Methods of Algebraic Geometry, 282

 \noindent  Hodges W.

     Model Theory, 589

 \noindent  Hofer, Zehnder

     Symplectic Invariants and Hamiltonian Dynamics, 292

 \noindent  Hoffman, K.

     Banach Spaces of Analytic Functions, 154

 \noindent  Hopcroft, Ullman

     Introduction to Automata Theory, Languages, and  Computation,

       601

 \noindent  Hormander

     An Introduction to Complex Analysis in Several Variables,

       272

     Lectures on Nonlinear Hyperbolic Differential Equations,

       413

     Notions of Convexity, 413

     The Analysis of Linear Partial Differential Operators I-IV,

       412

 \noindent  Horn, Johnson

     Matrix Analysis, 191

     Topics in Matrix Analysis, 192

 \noindent  Householder

     The Theory of Matrices in Numerical Analysis, 611

 \noindent  Hovey

     Model Categories, 337

 \noindent  Howie

     Fundamentals of Semigroup Theory, 204

 \noindent  Hsiang

     Cohomology Theory of Topological Transformation Groups,

       474

   \noindent  Hubbard

     Teichm\"uller Theory and Applications to Geometry, Topology, and Dynamics,

       137

 \noindent  Hughes

     Random Walks and Random Environments, 575

 \noindent  Humphreys

       Linear Algebraic Groups, 444

     Reflection Groups and Coxeter Groups, 472

   \noindent  Huppert,  Blackburn

     Finite groups. II, III, 210

 \noindent  Hurewicz,  Wallman

     Dimension Theory, 322

 \noindent  Huybrechts

     Complex Geometry. An Introduction, 274

 \noindent  Huybrechts, Lehn

     The Geometry of Moduli Spaces of Sheaves, 295

 \noindent  Ikeda, Watanabe

     Stochastic Differential Equations and Diffusion Processes,

       570

 \noindent  Imayoshi, Taniguchi

     An Introduction to Teichm\"uller Spaces, 136

 \noindent  Ince

     Ordinary Differential Equations, 408

 \noindent  Ireland, Rosen

     A Classical Introduction to Modern Number Theory, 357

 \noindent  Isaacs

     Character Theory of Finite Groups, 214

 \noindent  Isakov

     Inverse Problems for Partial Differential Equations, 416

 \noindent  Ito, McKean

     Diffusion Processes and their Sample Paths, 565

 \noindent  Ivic

     The Riemann Zeta-function, 373

 \noindent  Iwaniec

     Topics in Classical Automorphic Forms, 400

 \noindent  Iwaniec,  Kowalski

     Analytic Number Theory, 376

 \noindent  Jaco

     Lectures on Three-manifold Topology, 348

 \noindent  Jacobson

     Basic algebra II, 198

 \noindent  Jacod,  Shiryaev

     Limit Theorems for Stochastic Processes, 566

 \noindent  Jacquet, Langlands

     Automorphic Forms on ${\rm GL}(2)$, 398

 \noindent  James, Kerber

     The Representation Theory of the Symmetric Group, 484

 \noindent  Janson, Svante, Luczak,  Rucinski

     Random Graphs, 550

 \noindent  Jantzen

     Representations of Algebraic Groups, 450

 \noindent  Jech

     Set Theory, 586

 \noindent  Jikov,  Kozlov, Oleinik

     Homogenization of Differential Operators and Integral Functionals,

       577

 \noindent  Jost

     Riemannian Geometry and Geometric Analysis, 260

 \noindent  Joyce

     Compact Manifolds with Special Holonomy, 249

 \noindent  Jurdjevic

     Geometric Control Theory, 429

 \noindent  Kac M.

     Enigmas of Chance, 25

 \noindent  Kac, M.

     Statistical Independence in Probability, Analysis and Number Theory,

       555

 \noindent  Kac, Ulam

     Mathematics and Logic, 10

 \noindent  Kac, V.

     Infinite-dimensional Lie Algebras, 477

 \noindent  Kadison, Ringrose

     Fundamentals of the Theory of Operator Algebras, 182

 \noindent  Kahane

      Some Random Series of Functions, 575

 \noindent  Kailath

     Linear Systems, 526

 \noindent  Kallenberg

     Foundations of Modern Probability, 556

 \noindent  Kapovich

     Hyperbolic manifolds and discrete groups, 347

 \noindent  Karatsuba, Voronin

     The Riemann Zeta-function, 374

 \noindent  Karatzas,  Shreve

     Brownian Motion and Stochastic Calculus, 570

     Methods of Mathematical Finance, 571

 \noindent  Karoubi

     $K$-theory. An Introduction, 334

 \noindent  Kashiwara,  Schapira

     Sheaves on Manifolds, 127

 \noindent  Kassel

     Quantum Groups, 478

 \noindent  Kato

     Perturbation Theory for Linear Operators, 426

 \noindent  Katok,  Hasselblatt

     Introduction to the Modern Theory of Dynamical Systems,

       518

 \noindent  Katz

     A History of Mathematics. An Introduction, 60

 \noindent  Katz, Sarnak

     Random Matrices, Frobenius Eigenvalues, and Monodromy, 579

 \noindent  Katznelson

     An Introduction to Harmonic Analysis, 140

 \noindent  Kechris

     Classical Descriptive Set Theory, 585

 \noindent  Kempf, Knudsen,  Mumford, Saint-Donat

     Toroidal Embeddings. I, 307

 \noindent  Khinchin

     Continued Fractions, 362

     Three Pearls of Number Theory, 361

 \noindent  Kirby, Siebenmann

     Foundational Essays on Topological Manifolds, Smoothings, and Triangulations,

       351

 \noindent  Klee,  Wagon

     Old and New Unsolved Problems in Plane Geometry and Number Theory,

       18

 \noindent  Kleene

     Mathematical Logic, 587

 \noindent  Klein

     Lectures on Mathematics, 77

     Lectures on the Icosahedron and the Solution of Equations of the Fifth Degree,

       396

 \noindent  Klimek

     Pluripotential Theory, 150

 \noindent  Klingenberg

     Riemannian Geometry, 242

 \noindent  Kloeden,  Platen

     Numerical Solution of Stochastic Differential Equations,

       614

 \noindent  Knapp

     Lie Groups Beyond an Introduction, 442

     Representation Theory of Semisimple Groups. An Overview Based on Examples,

       488

 \noindent  Knopp

     Theory of Functions, 118

 \noindent  Knuth

     The Art of Computer Programming, 592

 \noindent  Kobayashi

     Differential Geometry of Complex Vector Bundles, 249

     Hyperbolic Complex Spaces, 275

     Hyperbolic Manifolds and Holomorphic Mappings, 275

     Transformation Groups in Differential Geometry, 474

 \noindent  Kobayashi,  Nomizu

     Foundations of Differential Geometry II, 245

 \noindent  Koblitz

     $p$-adic Numbers, $p$-adic Analysis, and Zeta-functions,

       358

 \noindent  Kodaira

     Complex Manifolds and Deformation of Complex Structures,

       273

 \noindent  Kolchin

     Differential Algebra and Algebraic Groups, 458

 \noindent  Koll\'ar

     Rational Curves on Algebraic Varieties, 296

 \noindent  Koll\'ar,  Mori

     Birational geometry of algebraic varieties, 297

 \noindent  Kolmogorov, Fomin

     Elements of the Theory of Functions and Functional Analysis,

       164

 \noindent  Komornik

     Exact Controllability and Stabilization, 526

 \noindent  Korner

     Fourier Analysis, 11

     The Pleasures of Counting, 10

 \noindent  Kosmann-Schwarzbach

     The Noether Theorems. Invariance and Conservation Laws in the Twentieth Century,

       35

 \noindent  Krantz

     Function Theory of Several Complex Variables, 124

 \noindent  Kuang

     Delay Differential Equations with Applications in Population Dynamics,

       523

 \noindent  Kuipers, Niederreiter

     Uniform Distribution of Sequences, 559

 \noindent  Kunen

     Set Theory. An Introduction to Independence Proofs, 588

 \noindent  Kunita

     Stochastic Flows and Stochastic Differential Equations,

       571

 \noindent  Kuratowski

     Topology, 318

 \noindent  Ladyenskaja, Solonnikov, Uralceva

     Linear and Quasilinear Equations of Parabolic Type, 424

 \noindent  Ladyzhenskaya

     The Mathematical Theory of Viscous Incompressible Flow,

       433

 \noindent  Ladyzhenskaya, Uraltseva

     Linear and Quasilinear Elliptic Equations, 421

 \noindent  Lakshmikantham, Bainov, Simeonov

     Theory of Impulsive Differential Equations, 415

 \noindent  Lam

     Introduction to Quadratic Forms Over Fields, 389

 \noindent  Lamb

     Hydrodynamics, 435

 \noindent  Lancaster, Tismenetsky

     The Theory of Matrices, 193

 \noindent  Landau,  Lifshitz

     Course of Theoretical Physics, 497

 \noindent  Landkof

     Foundations of Modern Potential Theory, 149

 \noindent  Lang

     Algebra, 197

     Algebraic Number Theory, 366

     Cyclotomic Fields, 367

     Elliptic Functions, 384

     Fundamentals of Diophantine Geometry, 387

     Introduction to Modular Forms, 399

 \noindent  Lange, Birkenhake

     Complex Abelian Varieties, 386

 \noindent  Langlands

     Base Change for ${\rm GL}(2)$, 401

     On the Functional Equations Satisfied by Eisenstein Series,

       400

 \noindent  Lawler

     Intersections of Random Walks, 561

 \noindent  Lawson, Michelsohn

     Spin Geometry, 247

 \noindent  Lax

     Hyperbolic Systems of Conservation Laws and the Mathematical Theory of Shock Waves,

       431

 \noindent  Lazarsfeld

     Positivity in Algebraic Geometry, 305

 \noindent  Lebedev

     Special functions and their applications, 89

 \noindent  Lederman,  Hill

     Symmetry and the Beautiful Universe, 34

 \noindent  Ledoux,   Talagrand

     Probability in Banach Spaces. Isoperimetry and Processes,

       560

 \noindent  Lee

     Riemannian Manifolds. An Introduction to Curvature, 236

 \noindent  Lefschetz

     Algebraic Topology, 319

 \noindent  Lehner

     Discontinuous Groups and Automorphic Functions, 396

 \noindent  Lehto

     Univalent Functions and Teichm\"uller Spaces, 135

 \noindent  Lehto,  Virtanen

     Quasiconformal Mappings in the Plane, 133

 \noindent  Lickorish

     An Introduction to Knot Theory, 330

 \noindent  Lidl,  Niederreiter

     Finite Fields, 357

 \noindent  Lifshitz,Pitaevskii

      Course of Theoretical Physics, 499

 \noindent  Liggett

     Interacting Particle Systems, 577

     Stochastic Interacting Systems: Contact, Voter and Exclusion Processes,

       577

 \noindent  Lind,  Marcus

     An Introduction to Symbolic Dynamics and Coding, 521

 \noindent  Lindenstrauss, Tzafriri

     Classical Banach Spaces, 167

 \noindent  Lions

     Mathematical Topics in Fluid Mechanics, 433

     Quelques m\'ethodes de r\'esolution des probl\`emes aux limites non lin\'eaires,

       428

 \noindent  Littlewood

     Littlewood's Miscellany, 21

 \noindent  Lo\'eve

     Probability Theory, 554

 \noindent  Loday

     Cyclic Homology, 232

 \noindent  Lojasiewicz

     Introduction to Complex Analytic Geometry, 126

 \noindent  Lorentz, Golitschek, Makovoz

     Constructive Approximation. Advanced Problems, 619

 \noindent  Lov\'asz

     Combinatorial Problems and Exercises, 542

 \noindent  Lubotzky

     Discrete Groups, Expanding Graphs and Invariant Measures,

       465

 \noindent  Lueck

     $L^2$-invariants: Theory and Applications to Geometry and $K$-theory,

       476

 \noindent  Lunardi

     Analytic Semigroups and Optimal Regularity in Parabolic Problems,

       177

 \noindent  Lusztig

     Introduction to Quantum Groups, 478

 \noindent  Lyndon, Schupp

     Combinatorial Group Theory, 468

 \noindent  Mac Lane

     Categories for the Working Mathematician, 230

     Homology, 227

 \noindent  Macdonald

     Symmetric Functions and Hall Polynomials, 482

 \noindent  Mackey

     Unitary Group Representations in Physics, Probability, and Number Theory,

       495

 \noindent  MacLane, Birkhoff

     Algebra, 197

 \noindent  MacWilliams, Sloane

     The Theory of Error-correcting Codes, 598

 \noindent  Magnus

     Noneuclidean Tesselations and Their Groups, 395

 \noindent  Majid

     Foundations of Quantum Group Theory, 478

 \noindent  Malliavin

     Stochastic Analysis, 573

 \noindent  Mandelbrot

     The Fractal Geometry of Nature, 271

 \noindent  Mane

     Ergodic Theory and Differentiable Dynamics, 533

 \noindent  Manin

     A Course in Mathematical Logic, 588

     Cubic Forms. Algebra, Geometry, Arithmetic, 392

 \noindent  Marchenko

     Sturm Liouville Operators and Applications, 514

 \noindent  Marcus

     Number Fields, 365

 \noindent  Marden

     Outer Circles. An Introduction to Hyperbolic 3-manifolds,

       347

 \noindent  Margulis

     Discrete Subgroups of Semisimple Lie Groups, 464

 \noindent  Marker

     Model theory. An Introduction, 590

 \noindent  Markushevich

     Theory of Functions of a Complex Variable, 120

 \noindent  Marshall,  Olkin

     Inequalities: Theory of Majorization and its Applications,

       112

 \noindent  Maskit

     Kleinian Groups, 467

 \noindent  Maslov, Fedoriuk

     Semiclassical Approximation in Quantum Mechanics, 414

 \noindent  Matousek

     Lectures on Discrete Geometry, 538

 \noindent  Matsumura

     Commutative Algebra, 221

     Commutative Ring Theory, 222

 \noindent  Mattila

     Geometry of Sets and Measures in Euclidean Spaces. Fractals and Rectifiability,

       266

 \noindent  Mawhin,   Willem

     Critical Point Theory and Hamiltonian Systems, 418

 \noindent  May

     Simplicial Objects in Algebraic Topology, 328

 \noindent  Maz'ja

     Sobolev Spaces, 425

 \noindent  McCleary

     User's Guide to Spectral Sequences, 230

 \noindent  McConnell, Robson

     Noncommutative Noetherian Rings, 224

 \noindent  McDuff, Salamon

     $J$-holomorphic Curves and Symplectic Topology, 291

     Introduction to Symplectic Topology, 291

 \noindent  McKean

     Stochastic Integrals, 565

 \noindent  McMullen

     Complex Dynamics and Renormalization, 530

     Renormalization and 3-manifolds Which Fiber Over the Circle,

     530

 \noindent  McWeeny

     Symmetry: An Introduction to Group Theory and its Applications,

       30

 \noindent  Mehta

     Random Matrices, 578

 \noindent  Melrose

     The Atiyah-Patodi-Singer Index Theorem, 422

 \noindent  Meyer

     Wavelets and Operators, 161

 \noindent  Meyn, Tweedie

     Markov Chains and Stochastic Stability, 564

 \noindent  Milman, Schechtman

     Asymptotic Theory of Finite-dimensional\newline Normed Spaces,

       313

 \noindent  Milne

     \'Etale Cohomology, 388

 \noindent  Milnor

      Dynamics in One Complex Variable. Introductory Lectures,

       529

     Introduction to Algebraic $K$-theory, 334

     Lectures on the $h$-cobordism Theorem, 339

     Singular Points of Complex Hypersurfaces, 289

 \noindent  Milnor, Stasheff

     Characteristic Classes, 324

 \noindent  Misner, Thorne,  Wheeler

     Gavitation, 505

 \noindent  Miyake

     Modular Forms, 399

 \noindent  Moeglin, Waldspurger

     Spectral Decomposition and Eisenstein Series. Une paraphrase de l'\'Ecriture,

       401

 \noindent  Monastyrsky

     Riemann, Topology, and Physics, 52

 \noindent  Montgomery, D., Zippin

     Topological Transformation Groups, 475

 \noindent  Montgomery, H.

     Ten Lectures on the Interface Between Analytic Number Theory and Harmonic Analysis,

       376

 \noindent  Montgomery, H., Vaughan

     Multiplicative Number Theory. I. Classical Theory, 379

 \noindent  Montgomery, R.

     A Tour of Subriemannian Geometries, Their Geodesics and Applications,

       246

 \noindent  Montgomery, S.

     Hopf Algebras and Their Actions on Rings, 479

 \noindent  Moore

     Foundations of Point Set Theory, 319

 \noindent  Morgan

      Geometric Measure Theory, A Beginner's Guide, 267

 \noindent  Morrey

     Multiple Integrals in the Calculus of Variations, 267

 \noindent  Morrow,  Kodaira

     Complex Manifolds, 274

 \noindent  Morse

     The Calculus of Variations in the Large, 338

 \noindent  Moschovakis

     Descriptive Set Theory, 586

 \noindent  Moser

     Stable and Random Motions in Dynamical Systems, 517

 \noindent  Mostow

     Strong Rigidity of Locally Symmetric Spaces, 462

 \noindent  Motohashi

     Spectral Theory of the Riemann Zeta-function, 374

 \noindent  Mukai

     An Introduction to Invariants and Moduli, 295

 \noindent  Mumford

     Abelian Varieties, 385

     Algebraic Geometry. I, 284

     Lectures on Curves on an Algebraic Surface, 302

     Tata Lectures on Theta, 385

     The Red book of Varieties and Schemes, 283

 \noindent  Mumford, Fogarty, Kirwan

     Geometric Invariant Theory, 293

 \noindent  Mumford, Series, Wright

     Indra's Pearls, 36

 \noindent  Murray

     Mathematical Biology, 524

 \noindent  Nadler

     Continuum Theory. An Introduction, 320

 \noindent  Nag

     The Complex Analytic Theory of Teichm\"uller Spaces, 135

 \noindent  Nagata

     Local Rings, 223

     Modern Dimension Theory, 322

 \noindent  Nakajima

     Lectures on Hilbert Schemes of Points on Surfaces, 294

 \noindent  Nathanson

     Additive Number Theory. Inverse Problems and the Geometry of Sumsets,

       378

 \noindent  Necas

     Les m\'ethodes directes en th\'eorie des \'equations elliptiques,

       419

 \noindent  Nehari

     Conformal Mapping, 121

 \noindent  Neugebauer

     A History of Ancient Mathematical Astronomy, 70

 \noindent  Neukirch

     Algebraic Number Theory, 367

 \noindent  Neukirch,  Schmidt, Wingberg

     Cohomology of Number Fields, 370

 \noindent  Newman

     The world of Mathematics. Vols. I-IV, 66

 \noindent  Newstead

     Introduction to Moduli Problems and Orbit Spaces, 293

 \noindent  Nielsen, Chuang

     Quantum Computation and Quantum Information, 595

 \noindent  Nocedal, Wright

     Numerical Optimization, 607

 \noindent  Novikov,  Manakov,  Pitaevskii,  Zakharov

     Theory of Solitons. The Inverse Scattering Method, 513

 \noindent  Nualart

     The Malliavin Calculus and Related Topics, 573

 \noindent  O'Meara

     Introduction to Quadratic Forms, 390

 \noindent  O'Neill

     Semi-Riemannian Geometry, 246

 \noindent  Oda

     Convex Bodies and Algebraic Geometry, 306

 \noindent  Olver, F.

     Asymptotics and special functions, 88

 \noindent  Olver, P.

     Applications of Lie Groups to Differential Equations, 459

     Classical Invariant Theory, 449

     Equivalence, Invariants, and Symmetry, 460

 \noindent  Onishchik, Vinberg

     Lie Groups and Algebraic Groups, 441

 \noindent  Orlik,  Terao

     Arrangements of Hyperplanes, 343

 \noindent  Ortega,  Rheinboldt

     Iterative Solution of Nonlinear Equations in Several Variables ,

       613

 \noindent  Oxley

     Matroid Theory, 540

 \noindent  Paley, Wiener

     Fourier Transforms in the Complex Domain, 143

 \noindent  Papadimitriou

     Computational Complexity, 601

 \noindent  Parshall, Rowe

     The Emergence of the American Mathematical Research Community, 1876--1900,

       71

 \noindent  Passman

     The Algebraic Structure of Group Rings, 217

 \noindent  Payne, Thas

     Finite Generalized Quadrangles, 454

 \noindent  Pazy

     Semigroups of linear operators and applications to partial differential equations,

       176

 \noindent  Pedersen

     $C^{\ast} $-algebras and Their Automorphism Groups, 182

 \noindent  Penrose

     The Road to Reality. A complete Guide to the Laws of the Universe,

       506

 \noindent  Perko

     Differential equations and dynamical systems, 520

 \noindent  Pesin

     Dimension Theory in Dynamical Systems, 323

 \noindent  Petersen, K.

     Ergodic Theory, 532

 \noindent  Petersen, P.

     Riemannian Geometry, 241

 \noindent  Petkovsek,    Wilf,   Zeilberger

     $A=B$, 597

 \noindent  Phillips

     Scattering Theory for Automorphic Functions, 400

 \noindent  Pierce

     Associative Algebras, 215

 \noindent  Pisier

     The Volume of Convex Bodies and Banach Space Geometry, 313

 \noindent  Platonov,   Rapinchuk

     Algebraic Groups and Number Theory, 445

 \noindent  Podlubny

     Fractional Differential Equations, 95

 \noindent  Polya, Szego

     Isoperimetric Inequalities in Mathematical Physics, 263

 \noindent  Pommerenke

     Boundary Behaviour of Conformal Maps, 122

 \noindent  Pressley,  Segal

     Loop Groups, 477

 \noindent  Rabinowitz

     Minimax Methods in Critical Point Theory with Applications to Differential Equations,

       417

 \noindent  Rademacher, Toeplitz

     The Enjoyment of Mathematics; Selections from Mathematics for the Amateur,

       8

 \noindent  Raghunathan

     Discrete Subgroups of Lie Groups, 462

 \noindent  Ransford

     Potential Theory in the Complex Plane, 149

 \noindent  Ratcliffe

     Foundations of Hyperbolic Manifolds, 348

 \noindent  Ravenel

     Complex Cobordism and Stable Homotopy Groups of Spheres,

       332

 \noindent  Reed, Simon

      Methods of Modern Mathematical Physics, 512

 \noindent  Reid

      Julia. A Life in Mathematics, 45

     The Search for E.T. Bell, 45

 \noindent  Reiner

     Maximal Orders, 217

 \noindent  Remmert

     Classical Topics in Complex Function Theory, 117

     Theory of Complex Functions, 116

 \noindent  Revuz,  Yor

     Continuous Martingales and Brownian Motion, 566

 \noindent  Richardson, Urbanke

     Modern Coding Theory, 599

 \noindent  Richtmyer, Morton

     Difference Methods for Initial-value Problems, 616

 \noindent  Ritt

     Differential Algebra, 458

 \noindent  Roberts, Varberg

     Convex Functions, 311

 \noindent  Robinson, D.

     A Course in the Theory of Groups, 210

 \noindent  Rockafellar

     Convex Analysis, 309

 \noindent  Rockafellar,  Wets

     Variational analysis, 101

 \noindent  Rogers

     Hausdorff Measures, 99

     Packing and Covering, 371

     Theory of Recursive Functions and Effective  Computability,

       591

 \noindent  Rolfsen

     Knots and Links, 328

 \noindent  Ronan

     Lectures on Buildings, 452

     Symmetry and the Monster. One of the Greatest Quests of Mathematics,

       32

 \noindent  Rosen

     Symmetry Rules. How Science and Nature Are Founded on Symmetry,

       30

 \noindent  Rosen J.

     Symmetry Discovered: Concepts and Applications in Nature and Science,

      29

     Symmetry in Science. An Introduction to the General Theory,

       30

 \noindent  Rosen, M.

     Number Theory in Function Fields, 357

 \noindent  Rosenberg

     Algebraic $K$-theory and Its Applications, 333

 \noindent  Ross

     Introduction to Probability Models, 557

 \noindent  Rotman

     An Introduction to Homological Algebra, 228

 \noindent  Rourke, Sanderson

     Introduction to Piecewise-linear Topology, 350

 \noindent  Rudin

     Function Theory in the Unit Ball of $\C^{n}$, 90

     Functional Analysis, 166

     The Way I Remember It, 26

 \noindent  Ruelle

     Statistical Mechanics: Rigorous Results, 507

     Thermodynamic Formalism. The Mathematical Structures of Classical Equilibrium Statistical Mechanics,

       508

 \noindent  Russell

     Introduction to Mathematical Philosophy, 584

 \noindent  Saad

     Iterative Methods for Sparse Linear Systems, 612

 \noindent  Sachs,  Wu

     General Relativity for Mathematicians, 503

 \noindent  Sagan

     The Symmetric Group. Representations, Combinatorial Algorithms, and Symmetric Functions,

       485

 \noindent  Sakai

     $C\sp*$-algebras and $W\sp*$-algebras, 181

 noindent  Samko, Kilbas, Marichev

     Fractional Integrals and Derivatives. Theory and Applications,

       95

 noindent  Samorodnitsky, Taqqu

     Stable non-Gaussian Random Processes, 568

 noindent  Sarnak

     Some Applications of Modular Forms, 465

 noindent  Sato

     L'evy Processes and Infinitely Divisible Distributions,

       567

 noindent  Schaefer

     Banach Lattices and Positive Operators, 202

     Topological Vector Spaces, 168

 noindent  Scharlau

     Quadratic and Hermitian Forms, 390

 noindent  Scharlau,  Opolka

     From Fermat to Minkowski. Lectures on the Theory of Numbers and its Historical Development,

       58

 noindent  Schechter

     My Brain is Open. The Mathematical Journeys of Paul Erd"os,

       48

 noindent  Schneider

     Convex Bodies: the Brunn-Minkowski Theory, 312

 noindent  Schrijver

     Theory of Linear and Integer Programming, 604

 noindent  Schroeder

     Number Theory in Science and Communication, 358

 noindent  Schumaker

     Spline Functions: Basic Theory, 619

 noindent  Serre

     Complex Semisimple Lie Algebras, 439

     Galois Cohomology, 370

     Local Algebra, 220

     Local Fields, 369

     Trees, 464

 noindent  Shafarevich

     Basic Algebraic Geometry, 281

     Basic Notions of Algebra, 204

 noindent  Shannon,  Weaver

     The Mathematical Theory of Communication, 596

 noindent  Sharpe

     Differential geometry, 250

 noindent  Shelah

     Proper and Improper Forcing, 588

 noindent  Shilov

     Linear Algebra, 191

 noindent  Shimura

     Introduction to the Arithmetic Theory of Automorphic Functions,

       382

     The Map of My life, 24

 noindent  Shoenfield

     Mathematical Logic, 582

 noindent  Shohat, Tamarkin

     The Problem of Moments, 96

 noindent  Shubin

     Pseudodifferential Operators and Spectral Theory, 422

 noindent  Siegel

     Topics in Complex Function Theory, 276

 noindent  Siegel,  Moser

     Lectures on Celestial Mechanics, 516

 noindent  Silverman

     Advanced Topics in the Arithmetic of Elliptic Curves, 384

     The Arithmetic of Elliptic Curves, 383

 noindent  Smith

     Monotone Dynamical Systems, 523

 noindent  Smith,   Kahanp"a"a,  Kek"l"ainen,  Traves

     An Invitation to Algebraic Geometry, 288

 noindent  Smoller

     Shock Waves and Reaction-diffusion Equations, 431

 noindent  Soare

     Recursively Enumerable Sets and Degrees. A Study of Computable Functions and Computably Generated Sets,

       591

 noindent  Spanier

     Algebraic Topology (Chapter 4--), 326

 noindent  Spicci

     Beyond the Limit: The Dream of Sofya Kovalevskaya, 47

 noindent  Spitzer

     Principles of Random Walks, 560

 noindent  Spivak

     A Comprehensive Introduction to Differential Geometry, 243

     Calculus, 82

 noindent  Springer

     Introduction to Riemann Surfaces, 130

     Linear Algebraic Groups, 445

 noindent  Stanley

     Enumerative Combinatorics (2), 536

 noindent  Steenrod

     The Topology of Fibre Bundles, 325

 noindent  Stein

     Harmonic Analysis: Real-variable Methods, Orthogonality, and Oscillatory Integrals,

       159

     Singular Integrals and Differentiability Properties of Functions,

       157

 noindent  Stein, Weiss

     Introduction to Fourier Analysis on Euclidean Spaces, 158

 noindent  Steinberg

     Lectures on Chevalley Groups, 446

 noindent  Sternberg

     Group Theory and Physics, 480

 noindent  Stewart

     Introduction to Matrix Computations, 611

 noindent  Stichtenoth

     Algebraic Function Fields and Codes, 599

 noindent  Strang, Fix

     An Analysis of the Finite Element Method, 616

 noindent  Strebel

     Quadratic Differentials, 138

 noindent  Stroock

     Probability Theory, an Analytic View, 557

 noindent  Stroock,  Varadhan

     Multidimensional Diffusion Processes, 568

 noindent  Struik

     A Concise History of Mathematics, 60

 noindent  Struwe

     Variational Methods. Applications to Nonlinear Partial Differential Equations and Hamiltonian Systems,

       429

 noindent  Stubhaug

     Niels Henrik Abel and His Times, 46

 noindent  Sturmfels

     Gr"{o}bner Bases and Convex Polytopes, 539

 noindent  Sweedler

     Hopf Algebras, 479

 noindent  Switzer

     Algebraic Topology---Homotopy and Homology, 327

 noindent  Sz.-Nagy, Foias

     Harmonic Analysis of Operators on Hilbert Space, 146

 noindent  Szeg"o

     Orthogonal Polynomials, 106

 noindent  Takesaki

     Theory of operator algebras, 180

 noindent  Tauvel, Yu

     Lie Algebras and Algebraic Groups, 446

 noindent  Taylor

     Partial Differential Equations, 421

     Pseudodifferential Operators, 422

     Pseudodifferential Operators and Nonlinear PDE, 421

 noindent  Temam

     Infinite-dimensional Dynamical Systems in Mechanics and Physics,

       524

     Navier-Stokes Equations. Theory and Numerical Analysis,

       613

 noindent  Thirring

      A Course in Mathematical Physics. Vol. I. Classical Dynamical Systems,

       511

 noindent  Thom

     Structural Stability and Morphogenesis. An Outline of a General Theory of Models ,

       527

 noindent  Thurston

     The Geometry and Topology of Three Manifolds, 344

     Three-dimensional Geometry and Topology, Vol. 1, 345

 noindent  Titchmarsh

     The Theory of the Riemann Zeta-Function, 373

 noindent  Tits

     Buildings of Spherical Type and Finite BN-pairs, 451

 noindent  tom Dieck

     Transformation Groups, 474

 noindent  Totik

     Logarithmic Potentials with External Fields, 150

 noindent  Triebel

     Interpolation Theory, Function spaces, Differential Operators,

       154

     Theory of Function Spaces, 154

 noindent  Tsuji

     Potential Theory in Modern Function Theory, 149

 noindent  Turaev

     Quantum Invariants of Knots and 3-manifolds, 330

noindent  van der Put,  Singer

     Galois Theory of Linear Differential Equations, 459

 noindent  van der Vaart, Wellner

     Weak Convergence and Empirical Processes. With Applications to Statistics,

       569

 noindent  van Heijenoort

     From Frege to G"{o}del. A Source Book in Mathematical Logic, 1879--1931,

       583

 noindent  van Lint

     Introduction to Coding Theory, 598

 noindent  Varadarajan

     Lie Groups, Lie Algebras, and Their Representations, 442

 noindent  Varopoulos,  Saloff-Coste,   Coulhon

     Analysis and Geometry on Groups, 146

 noindent  Vaughan

     The Hardy Littlewood Method, 377

 noindent  Vign'eras

     Arithm'etique des alg`ebres de quaternions, 382

 noindent  Villani

     Optimal Transport, Old and New, 428

     Topics in Optimal Transportation, 428

 noindent  Voiculescu,   Dykema,   Nica

     Free Random Variables, 576

 noindent  von Neumann

     Mathematical Foundations of Quantum Mechanics, 496

 noindent  von Neumann,  Morgenstern

     Theory of Games and Economic  Behavior, 603

 noindent  Waldschmidt

     Diophantine Approximation on Linear Algebraic Groups. Transcendence Properties of the Exponential Function in Several Variables,

       381

 noindent  Walker

     Algebraic Curves, 288

 noindent  Wall

     Surgery on Compact Manifolds, 350

 noindent  Wallach

     Real Reductive Groups, 489

 noindent  Walters

      An Introduction to Ergodic Theory, 531

 noindent  Washington

     Introduction to Cyclotomic Fields, 367

 noindent  Watson

     A Treatise on the Theory of Bessel Functions, 86

 noindent  Wehrfritz

     Infinite Linear Groups. An Account of the Group-Theoretic Properties of Infinite Groups of Matrices,

       470

 noindent  Weibel

      An Introduction to Homological Algebra, 228

 noindent  Weil

     Basic number theory, 366

     Elliptic Functions According to Eisenstein and Kronecker,

       57

     The Apprenticeship of a Mathematician, 22

 noindent  Weinberger

     The Topological Classification of Stratified Spaces, 343

 noindent  Wells

     Differential Analysis on Complex Manifolds, 275

 noindent  Welsh

     Matroid Theory, 541

 noindent  Weyl

     Space, Time, Matter, 503

     The Classical Groups. Their Invariants and Representations,

       485

     The Concept of a Riemann Surface, 128

     The Theory of Groups and Quantum Mechanics, 495

 noindent  Wheeden,  Zygmund

     Measure and Integral, 98

 noindent  Whitehead

     Elements of Homotopy Theory, 336

 noindent  Whitham

     Linear and Nonlinear Waves, 434

 noindent  Whittaker, Watson

     A Course of Modern Analysis, 85

 noindent  Whyburn

     Analytic Topology, 476

 noindent  Widder

     The Laplace Transform, 144

 noindent  Wiener

     Extrapolation, Interpolation, and Smoothing of Stationary Time Series,

       596

 noindent  Willem

     Minimax Theorems, 418

 noindent  Woess

     Random Walks on Infinite Graphs and Groups, 561

 noindent  Wolf

     Spaces of Constant Curvature, 245

 noindent  Yafaev

     Mathematical Scattering Theory , 514

 noindent  Yaglom

     Felix Klein and Sophus Lie, 52

 noindent  Zariski

     Algebraic Surfaces, 301

 noindent  Zariski, Samuel

     Commutative Algebra, 219

 noindent  Zassenhaus

     The Theory of Groups, 207

 noindent  Zee

     Fearful Symmetry. The Search for Beauty in Modern Physics,

       34

 noindent  Zeidler

     Nonlinear Functional Analysis and Its Applications, 186

 noindent  Zhu

     Operator Theory in Function Spaces, 155

 noindent  Ziegler

     Lectures on Polytopes, 537

 noindent  Ziemer

     Weakly Differentiable Functions. Sobolev Spaces and Functions of Bounded Variation,

       426

 noindent  Zimmer

     Ergodic Theory and Semisimple Groups, 463

     Essential Results of Functional Analysis, 165

 noindent  Zygmund

     Trigonometric Series, 147