| Deng S., Zhu F. Abstract Algebra 2023.pdf | 13.27 MB | ||
| Fraleigh J. A First Course in Abstract Algebra 7ed 2014.pdf | 3.02 MB | ||
| Fraleigh J. A First Course in Abstract Algebra 8ed 2020.pdf | 64.96 MB | ||
| Gallian J Contemp. Abstr. Algebra. Student Sol Man 10ed 2021.pdf | 7.75 MB | ||
| Gallian J. Contemporary Abstract Algebra 10ed 2021.pdf | 37.71 MB | ||
| Gallian J. Contemporary Abstract Algebra 9ed 2016.pdf | 13.52 MB | ||
| Huneerford T. Abstract Algebra. An Introduction 3ed 2014.pdf | 14.36 MB | ||
| Pinter C. A Book of Abstract Algebra 2ed 2010.pdf | 6.5 MB | ||
| Readme.txt | 1.07 KB |
Textbook in PDF format
This book is translated from the Chinese version published by Science Press, Beijing, China, in 2017. It was written for the Chern class in mathematics of Nankai University and has been used as the textbook for the course Abstract Algebra for this class for more than five years. It has also been adapted in abstract algebra courses in several other distinguished universities across China.The aim of this book is to introduce the fundamental theories of groups, rings, modules, and fields, and help readers set up a solid foundation for algebra theory. The topics of this book are carefully selected and clearly presented. This is an excellent mathematical exposition, well-suited as an advanced undergraduate textbook or for independent study. The book includes many new and concise proofs of classical theorems, along with plenty of basic as well as challenging (hard) exercises
All Comments