154 books in series

Graduate Texts in Mathematics

Graduate Texts in Mathematics is a 152-book series with 152 primary works first released in 1899 with contributions by G. Takeuti, W M Zaring, and 166 others.

Introduction to Axiomatic Set Theory
#1

2011 • 1 Reader • 246 pages

Measure and Category: A Survey of the Analogies between Topological and Measure Spaces
#2

1971 • 1 Reader • 106 pages

A Course in Homological Algebra
#4

1972 • 1 Reader • 366 pages

Category Theory
#5

1971 • 3 Readers • 334 pages • 4

A Course in Arithmetic
#7

1970 • 119 pages

Introduction to Lie Algebras and Representation Theory
#9

1973 • 1 Reader • 173 pages

Functions of One Complex Variable
#11

1973 • 1 Reader • 344 pages

Rings and Categories of Modules
#13

1974 • 1 Reader • 376 pages

Measure theory
#18

1974 • 304 pages

A Hilbert Space Problem Book
#19

1967 • 369 pages

Fibre Bundles
#20

1975 • 1 Reader • 384 pages

Linear Algebraic Groups
#21

1975 • 1 Reader • 276 pages

An Algebraic Introduction to Mathematical Logic
#22

1975 • 1 Reader • 136 pages

Cover 4

Linear Algebra

#23

1967 • 1 Reader • 3

Real and Abstract Analysis
#25

1965 • 1 Reader • 478 pages

General Topology
#27

1954 • 298 pages

Commutative Algebra I
#28

1975 • 1 Reader • 334 pages

Commutative Algebra II
#29

1960 • 1 Reader • 432 pages

Differential Topology
#33

1976 • 1 Reader • 222 pages

Principles of Random Walk
#34

1976 • 1 Reader • 408 pages

Modular Functions and Dirichlet Series in Number Theory
#41

1976 • 1 Reader • 204 pages

Linear Representations of Finite Groups
#42

1977 • 172 pages

General Relativity for Mathematicians
#48

2012 • 1 Reader

Algebraic Geometry
#52

1977 • 520 pages

A Course in Mathematical Logic for Mathematicians
#53

1977 • 1 Reader • 384 pages

p-adic Numbers, p-adic Analysis, and Zeta-Functions
#58

1977 • 2 Readers • 165 pages

Cyclotomic Fields
#59

2011 • 1 Reader • 272 pages

Mathematical Methods of Classical Mechanics
#60

1978 • 2 Readers • 520 pages

Graph Theory: An Introductory Course
#63

1994 • 1 Reader • 180 pages

Introduction to Affine Group Schemes
#66

1979 • 1 Reader • 164 pages

Local Fields
#67

1980 • 241 pages

Riemann Surfaces
#71

1980 • 1 Reader • 366 pages

Classical Topology and Combinatorial Group Theory
#72

1980 • 1 Reader

Cover 5

Algebra

#73

1980 • 1 Reader • 3

Multiplicative Number Theory
#74

1980 • 1 Reader • 182 pages

A Course in the Theory of Groups
#80

1993 • 1 Reader • 481 pages

Differential Forms in Algebraic Topology
#82

1982 • 1 Reader • 352 pages

A Classical Introduction to Modern Number Theory
#84

1982 • 394 pages

Cohomology of Groups
#87

1982 • 1 Reader • 322 pages

The Geometry of Discrete Groups
#91

1983 • 1 Reader • 337 pages

Modern Geometry ― Methods and Applications: Part I: The Geometry of Surfaces, Transformation Groups, and Fields
#93

1984 • 1 Reader • 470 pages

Foundations of Differentiable Manifolds and Lie Groups
#94

1983 • 1 Reader • 296 pages

Probability
#95

1980 • 1 Reader • 624 pages

A Course in Functional Analysis
#96

1984 • 1 Reader • 436 pages

Introduction to Elliptic Curves and Modular Forms
#97

1984 • 252 pages

Linear Topological Spaces
#101

1976 • 1 Reader • 256 pages

Lie Groups, Lie Algebras, and Their Representations
#102

1974 • 434 pages

Modern Geometry― Methods and Applications: Part II: The Geometry and Topology of Manifolds
#104

1985 • 1 Reader • 452 pages

The Arithmetic of Elliptic Curves
#106

1985 • 2 Readers • 400 pages

Applications of Lie Groups to Differential Equations
#107

1986 • 1 Reader • 513 pages

Holomorphic Functions and Integral Representations in Several Complex Variables
#108

1986 • 1 Reader • 392 pages

Algebraic Number Theory
#110

1970 • 1 Reader • 357 pages

A Course in Number Theory and Cryptography
#114First

1899 • 235 pages

Differential Geometry: Manifolds, Curves, and Surfaces: Manifolds, Curves, and Surfaces
#115

1987 • 1 Reader • 476 pages

Measure and Integral: Volume 1
#116

1987 • 1 Reader • 164 pages

Algebraic Groups and Class Fields
#117

1987 • 1 Reader • 207 pages

An Introduction to Algebraic Topology
#119

1988 • 2 Readers • 464 pages • 4

Numbers
#123

1983 • 1 Reader • 391 pages

Modern Geometry―Methods and Applications: Part III: Introduction to Homology Theory
#124

1984 • 1 Reader • 432 pages

A Basic Course in Algebraic Topology
#127

1991 • 1 Reader • 452 pages

Representation Theory
#129

1991 • 551 pages

A First Course in Noncommutative Rings
#131Popular

1991 • 5 Readers • 406 pages • 3

Cover 4

Advanced Linear Algebra

#135

1995 • 1 Reader

Title: Harmonic Function Theory (Graduate Texts in Mathem
#137

1992 • 1 Reader • 264 pages

Topology and Geometry
#139

1993 • 1 Reader • 580 pages

Real and Functional Analysis
#142

1983 • 2 Readers • 600 pages

Noncommutative Algebra
#144

1993 • 1 Reader • 244 pages

Algebraic K-Theory and Its Applications
#147

1994 • 1 Reader • 392 pages

An Introduction to the Theory of Groups
#148

1984 • 1 Reader • 548 pages

Foundations of Hyperbolic Manifolds
#149

1994 • 1 Reader • 794 pages

Commutative algebra with a view toward algebraic geometry
#150

1995 • 800 pages

Advanced Topics in the Arithmetic of Elliptic Curves
#151

1994 • 1 Reader • 546 pages

Algebraic Topology: A First Course
#153

1995 • 1 Reader • 462 pages

Field Theory
#158

2005 • 1 Reader • 335 pages

Differential and Riemannian Manifolds
#160

1995 • 1 Reader • 382 pages

Groups and Representations
#162

1995 • 1 Reader • 194 pages

Additive Number Theory The Classical Bases
#164

1996 • 1 Reader • 350 pages

Differential Geometry
#166

1997 • 426 pages

Field and Galois Theory
#167

1996 • 284 pages

Combinatorial Convexity and Algebraic Geometry
#168

1996 • 1 Reader • 372 pages

Sheaf Theory
#170

1967 • 1 Reader • 502 pages

Riemannian Geometry
#171

1997 • 1 Reader • 420 pages

Graph Theory
#173

410 pages

An Introduction to Knot Theory
#175

1997 • 1 Reader • 218 pages

Riemannian Manifolds: An Introduction to Curvature
#176

1997 • 226 pages

Banach Algebra Techniques in Operator Theory
#179

1972 • 1 Reader • 224 pages

Modern Graph Theory
#184

1998 • 1 Reader • 422 pages

Using Algebraic Geometry
#185

1998 • 1 Reader • 596 pages

Fourier Analysis on Number Fields
#186

1998 • 1 Reader • 380 pages

Moduli of Curves
#187

1998 • 1 Reader • 369 pages

Problems in Algebraic Number Theory
#190

1998 • 1 Reader • 354 pages

Fundamentals of Differential Geometry
#191

1998 • 1 Reader • 557 pages

Elementary Methods in Number Theory
#195

1999 • 1 Reader • 518 pages

Basic Homological Algebra - A Best Practice Approach to Method Selections, Development and Evaluation
#196

2000 • 1 Reader • 414 pages

The geometry of schemes
#197

2000 • 294 pages

A Course in p-adic Analysis
#198

2000 • 1 Reader • 460 pages

An Introduction to Riemann-Finsler Geometry
#200

2000 • 1 Reader • 431 pages

Diophantine Geometry: An Introduction
#201

2000 • 1 Reader • 558 pages

Introduction to Topological Manifolds
#202

2000 • 385 pages

Anthem
#204

1938 • 1 Reader • 280 pages

Rational Homotopy Theory
#205

2000 • 1 Reader • 589 pages

Problems in Analytic Number Theory
#206

2000 • 1 Reader • 508 pages • 5

Analysis for Applied Mathematics
#208

2000 • 1 Reader • 628 pages

Cover 7

A Short Course on Spectral Theory

#209

2001

Number Theory in Function Fields
#210

2001 • 1 Reader • 358 pages

Partial Differential Equations
#214

2002 • 2 Readers • 368 pages

Matrices: Theory and Applications
#216

2002 • 1 Reader

Introduction to Smooth Manifolds
#218

2002 • 1 Reader • 708 pages

Smooth Manifolds and Observables
#220

2002 • 1 Reader • 232 pages

Lie Groups, Lie Algebras, and Representations: An Elementary Introduction
#222

2003 • 2 Readers

Metric Structures in Differential Geometry
#224

2004 • 1 Reader • 226 pages

Lie Groups
#225

2004 • 1 Reader • 551 pages

A First Course in Modular Forms
#228

2007 • 1 Reader

An Introduction to Markov Processes
#230

2004 • 1 Reader • 171 pages

Combinatorics of Coxeter Groups
#231

2005 • 1 Reader • 371 pages

Topics in Banach Space Theory
#233

2006 • 1 Reader • 404 pages

Compact Lie Groups
#235

2006 • 1 Reader • 208 pages

Bounded Analytic Functions
#236

1981 • 1 Reader • 472 pages

An Introduction to Operators on the Hardy-Hilbert Space
#237

2006 • 1 Reader • 220 pages

A Course in Enumeration
#238

2007 • 1 Reader • 565 pages

Number Theory: Volume I: Tools and Diophantine Equations
#239

2007 • 1 Reader • 673 pages

Number Theory: Volume II: Analytic and Modern Tools
#240

2007 • 1 Reader • 619 pages

Arithmetic of Dynamical Systems
#241

2007 • 511 pages

Topological Methods in Group Theory
#243

2007 • 1 Reader • 473 pages

Graph Theory
#244

2007 • 651 pages

A Course in Commutative Banach Algebras
#246

2008 • 1 Reader • 353 pages

Braid Groups
#247

2008 • 1 Reader • 356 pages

Classical Fourier Analysis
#249

1979 • 1 Reader • 738 pages

Modern Fourier Analysis
#250

2008 • 1 Reader • 504 pages

Algebraic Function Fields and Codes
#254

1993 • 1 Reader • 355 pages

Symmetry, Representations, and Invariants
#255

2009 • 1 Reader • 716 pages

A Course in Commutative Algebra
#256

2010 • 1 Reader • 246 pages

Monomial Ideals
#260

2010 • 1 Reader • 305 pages

Probability and Stochastics
#261

2008 • 1 Reader • 558 pages

Essentials of Integration Theory for Analysis
#262

2011 • 1 Reader • 244 pages

Unbounded Self-adjoint Operators on Hilbert Space
#265

2012 • 1 Reader

Calculus Without Derivatives
#266

2012 • 1 Reader • 524 pages

Quantum Theory for Mathematicians
#267

2012 • 554 pages

Geometric Analysis of the Bergman Kernel and Metric
#268

2013 • 1 Reader • 292 pages

Locally Convex Spaces
#269

2013 • 1 Reader • 213 pages

Fundamentals of Algebraic Topology
#270

2014 • 1 Reader • 163 pages

Operator Theoretic Aspects of Ergodic Theory
#272

2015 • 1 Reader • 628 pages

Cover 3

Homotopical Topology

#273

2016 • 1 Reader

Brownian Motion, Martingales, and Stochastic Calculus
#274

2016 • 1 Reader • 286 pages

The Moment Problem
#277

2017 • 512 pages

Cover 4

Introduction to Real Analysis

#280

1 Reader

Intersection Homology & Perverse Sheaves: with Applications to Singularities
#281

2019 • 285 pages

Measure, Integration & Real Analysis
#282

2019 • 1 Reader • 430 pages

Basic Representation Theory of Algebras
#283

2020 • 1 Reader • 321 pages

Spectral Theory: Basic Concepts and Applications
#284

2020 • 1 Reader • 339 pages

Explorations in Complex Functions
#287

2020 • 1 Reader • 353 pages

Quaternion Algebras
#288

2021 • 1 Reader • 864 pages

Mathematical Logic, 2nd Edition
#291

1978 • 1 Reader • 314 pages

Drinfeld Modules
#296

2023 • 1 Reader