40 books in series

Graduate Texts in Mathematics

Graduate Texts in Mathematics is a 39-book series with 39 primary works first released in 1899 with contributions by Peter J. Hilton, Urs Stammbach, and 37 others.

A Course in Homological Algebra
#4

1972 • 1 Reader • 366 pages

Cover 7

Categories for the Working Mathematician

#5Popular

1971 • 2 Readers • 5

A Course in Arithmetic
#7

1970 • 119 pages

Measure theory
#18

1974 • 304 pages

A Hilbert Space Problem Book
#19

1967 • 369 pages

Cover 4

Linear Algebra

#23

1967 • 1 Reader • 3

General Topology
#27

1954 • 298 pages

Linear Representations of Finite Groups
#42

1977 • 172 pages

Algebraic Geometry
#52

1977 • 520 pages

A Course in Mathematical Logic
#53

1977 • 286 pages

Mathematical methods of classical mechanics
#60

1978 • 1 Reader • 520 pages

Local Fields
#67

1980 • 241 pages

Classical Topology and Combinatorial Group Theory
#72

1980 • 336 pages

Cover 5

Algebra

#73

1980 • 1 Reader • 3

Differential Forms in Algebraic Topology
#82

1982 • 338 pages

A Classical Introduction to Modern Number Theory
#84

1982 • 394 pages

Introduction to Elliptic Curves and Modular Forms
#97

1984 • 252 pages

Lie Groups, Lie Algebras, and Their Representations
#102

1974 • 434 pages

A Course in Number Theory and Cryptography
#114First

1899 • 235 pages

Differential Geometry
#115

1987 • 476 pages

Algebraic groups and class fields
#117

1987 • 211 pages

Representation Theory
#129

1991 • 551 pages

A First Course in Noncommutative Rings
#131

1991 • 1 Reader • 406 pages

Cover 4

Advanced Linear Algebra

#135

1995 • 1 Reader

Commutative algebra with a view toward algebraic geometry
#150

1995 • 800 pages

Differential Geometry
#166

1997 • 426 pages

Field and Galois Theory
#167

1996 • 284 pages

Graph Theory
#173

410 pages

Riemannian Manifolds: An Introduction to Curvature
#176

1997 • 226 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

Introduction to Topological Manifolds
#202

2000 • 385 pages

Cover 7

A Short Course on Spectral Theory

#209

2001

Introduction to Smooth Manifolds
#218

2003 • 660 pages

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

2003 • 354 pages

A First Course in Modular Forms
#228

2007 • 450 pages

Arithmetic of Dynamical Systems
#241

2007 • 511 pages

Graph Theory
#244

2007 • 651 pages

Quantum Theory for Mathematicians
#267

2012 • 554 pages

The Moment Problem
#277

2017 • 512 pages