Personal Collection of Textbooks
Date: 2023/03/05Last Updated: 2024-08-16T15:42:43.992Z
Categories: Tutorial, Academic
Tags: Computer Science, Math, Textbook
Read Time: 2 minutes
Contents
- Intro
- Elements of Algebraic Topology
- Functional Analysis
- Abstract Algebra
- Principles of Mathematical Analysis / Baby Rudin
- Real and Complex Analysis
- 微积分学教程
- Algebra
Intro
This is a personal collection of math and computer science textbooks. Each book contains:
- Name
- ISBN-10 ISBN-13
- Language
- Author
- Date of Publication
- Area
- Review / Description
- Preview Image
- Solution Manual (if available)
Elements of Algebraic Topology
Name: Elements of Algebraic Topology
ISBN-10: 0201627280
ISBN-13: 978-0201627282
Language: English
Author: James Raymond Munkres
Date of Publication: 1993
Area: Math, Algebraic Topology
Review / Description: Not finished reading yet.
Functional Analysis
Name: Functional Analysis
ISBN-10: 0070619883
ISBN-13: 978-0070619883
Language: English
Author: Walter Rudin
Date of Publication: 2007
Area: Math, Functional Analysis
Review / Description: Not finished reading yet.
Abstract Algebra
Name: Abstract Algebra
ISBN-10: 0471368792
ISBN-13: 978-0471368793
Language: English
Author: Israel Nathan Herstein
Date of Publication: 1996
Area: Math, Abstract Algebra
Review / Description: Not finished reading yet.
Principles of Mathematical Analysis / Baby Rudin
Name: Principles of Mathematical Analysis
ISBN-10: 007054235X
ISBN-13: 978-0070542358
Language: English
Author: Walter Rudin
Date of Publication: 1976
Area: Math, Mathematical Analysis
Review / Description: Good book. Rudin's style.
Preview Image:
Solution Manual: Check
Real and Complex Analysis
Name: Real and Complex Analysis
ISBN-10: 0070542341
ISBN-13: 978-0070542341
Language: English
Author: Walter Rudin
Date of Publication: 1976
Area: Math, Mathematical Analysis
Review / Description: Not finished reading yet.
微积分学教程
Name: 微积分学教程
第一卷：
ISBN-10: 704018303X
ISBN-13: 9787040183030
第二卷：
ISBN-10: 7040183048
ISBN-13: 9787040183047
第三卷：
ISBN-10: 7040183056
ISBN-13: 9787040183054
Language: Chinese
Author: Grigorii Fichtenholz
Date of Publication: 2008
Area: Math, Mathematical Analysis
Review / Description:
微积分学教程 is a Chinese translation of the original Russian textbook "Курс дифференциального и интегрального исчисления" (Course of Differential and Integral Calculus) by Grigorii Fichtenholz. The book is a comprehensive introduction to calculus and covers topics such as limits, derivatives, integrals, applications of calculus, and series.
The book is well-regarded by many mathematicians and educators, and is often used as a textbook for calculus courses in universities in Russia and China. The book is known for its clear and concise explanations, rigorous proofs, and wide range of examples and exercises.
One potential drawback of the book for some readers is that it is quite dense and may require a strong mathematical background to fully understand. Additionally, some readers may prefer a more modern approach to teaching calculus that incorporates more visual aids or real-world applications.
Overall, 微积分学教程 by Grigorii Fichtenholz is a highly respected textbook on calculus, and would likely be a valuable resource for students and educators looking to gain a deep understanding of the subject.
Algebra
Name: Algebra
ISBN-10: 0132413779 ISBN-13: 9780132413770
Language: English
Author: Michael Artin
Date of Publication: 2010
Area: Math, Abstract Algebra, Linear Algebra
Review / Description:
Algebra is a comprehensive textbook on algebraic structures, including groups, rings, and fields. The book covers topics such as group actions, Galois theory, and homological algebra. The text is known for its clear and concise explanations, as well as its emphasis on geometric interpretations of algebraic concepts.
The book is well-regarded by many mathematicians and educators, and is often used as a textbook for advanced undergraduate or graduate-level courses in algebra. It is particularly popular among students and researchers interested in algebraic geometry and number theory.
One potential drawback of the book for some readers is that it may be too advanced for those without a strong mathematical background. Additionally, some readers may prefer a more traditional approach to algebra, rather than the geometric viewpoint presented in the book.
Overall, Algebra by Michael Artin is a highly respected textbook on algebra, and would likely be a valuable resource for students and educators looking to gain a deep understanding of the subject.
