A Book of Abstract Algebra 英文原版 抽象代数 Charles
图书信息
书名:A Book of Abstract Algebra 英文原版 抽象代数 Charles作者:Charles C Pinter
包装:Paperback
开本:25
页数:400页
出版社:Dover Publications
出版时间:2010-1-14
图书简介
A Book of Abstract Algebra is a comprehensive and engaging textbook that covers all the content of an elementary abstract algebra course. The author, Charles Pinter, offers a unique and intuitive approach that makes learning abstract algebra accessible to a wider audience. The book is structured thematically, with each chapter focusing on a specific topic, starting with an informal discussion that gradually leads to the establishment of axioms and algebraic structures.One of the strengths of this book is its clarity. The author takes great care to explain abstract concepts and symbols in a way that is easy to understand without dumbing down the content. The informal discussions are especially helpful in providing context for the formalisms that follow. This makes the book an excellent resource for both students and instructors.The updated second edition features additional exercises that enhance the student's understanding of the content. These exercises cover a range of topics from basic algebraic operations to more advanced topics like Galois Theory and Field Extensions. The book also contains historical notes and biographies of influential mathematicians to provide a broader perspective on abstract algebra.Overall, A Book of Abstract Algebra is an outstanding textbook that offers a comprehensive and intuitive introduction to abstract algebra. It is highly recommended for any student of mathematics, whether they are studying algebra for the first time or looking for a more advanced treatment of the subject.
推荐理由
If you are looking for a textbook that offers a comprehensive and engaging introduction to abstract algebra, then A Book of Abstract Algebra is a must-read. The author, Charles Pinter, takes a unique and intuitive approach that makes learning abstract algebra accessible to a wider audience. The book is structured thematically, with each chapter focusing on a specific topic, starting with an informal discussion that gradually leads to the establishment of axioms and algebraic structures. The updated second edition features additional exercises that enhance the student's understanding of the content. This book is highly recommended for any student of mathematics, whether they are studying algebra for the first time or looking for a more advanced treatment of the subject.