 First edition | |
| Author | Serge Lang |
|---|---|
| Language | English |
| Series | Addison-Wesley Series in Mathematics |
| Subject | Algebra |
| Publisher | Addison-Wesley |
Publication date | 1965 |
| Pages | 508 |
Algebra is a graduate-level textbook on abstract algebra written by Serge Lang and was originally published by Addison-Wesley in 1965. It's intended audience is students in graduate-level courses and readers who have previously attended undergraduate-level algebra courses. [1]
The third-edition is divided into four parts. [1] The first part, The Basic Objects of Algebra , covers groups, rings, modules, and polynomials. The second part, Algebraic Equations, focuses on field theory and includes a chapter on Noetherian rings and modules. The third part, Linear Algebra and Representations, contains chapters on the tensor product of modules and semi-simplicity. The fourth part, Homological Algebra , covers general homology theory and finite free resolutions.
The Mathematical Association of America (MAA) states that undergraduate mathematics libraries have a copy of Algebra available. [2]
Reviews of Algebra appeared in The Mathematical Gazette in 1967 and 2003. [3] [4]
Professor George Bergman of University of California, Berkeley wrote Companion to Lang's Algebra, a 222-page book of notes collected when teaching Berkeley's basic graduate algebra course from Lang’s book. [5]