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Algebraic Topology
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FJD 153
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In most major universities one of the three or four basic first year graduate mathematics courses is algebraic topology.
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What Stands Out
Product Details
- Suitable for a first year graduate mathematics course or self-study
- Broad coverage with a readable exposition
- Includes many examples and exercises
- Covers fundamental group and covering spaces, homology and cohomology, higher homotopy groups, and homotopy theory generally
- Emphasizes the geometric aspects of the subject to help students gain intuition
- Includes optional topics not usually covered in a first course
| Publisher | Cambridge University Press |
| Publication date | 29 Oct. 2009 |
| Edition | 1st |
| Language | English |
| Print length | 556 pages |
| ISBN-10 | 0521795400 |
| ISBN-13 | 978-0521795401 |
| Item weight | 968 g |
| Dimensions | 17.78 x 3.2 x 25.4 cm |
Who Should Buy?
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Graduate Students
Ideal for graduate students focusing on advanced mathematics concepts and seeking a deeper understanding of topology.
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Mathematicians
Useful for professional mathematicians looking to enhance their knowledge in algebraic topology for research purposes.
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Self-Learners
Great for motivated individuals who are keen on self-study and exploring complex mathematical theories independently.
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Beginner Mathematicians
Not suitable for those new to mathematics, as it requires a strong foundation in advanced mathematical concepts.
Product Description
Algebraic Topology
About This Item
Discover the fascinating world of Algebraic Topology with this comprehensive textbook, the Algebraic Topology 1st Edition. Whether you are a student studying mathematics or a curious individual interested in exploring the intricacies of topology, this book is the perfect guide to understanding the fundamental concepts and techniques of Algebraic Topology. Written by experts in the field, this textbook introduces you to the foundations of Algebraic Topology and provides a clear and concise overview of the subject. From the basics to advanced concepts, you will learn how Algebraic Topology allows us to study and understand topological spaces using algebraic techniques. This textbook covers a wide range of topics, including the fundamental group, homology theory, cohomology theory, and more.
Each chapter is carefully organized and presented with clear explanations and illustrative examples, making it easy for readers to grasp the key ideas and apply them to real-world problems. One of the key strengths of this textbook is its emphasis on providing a balance between theory and applications. The authors have carefully selected a variety of examples from different areas of mathematics and science to demonstrate how Algebraic Topology can be used to solve problems in various fields. Whether you are interested in mathematics, physics, computer science, or engineering, the concepts and techniques presented in this textbook will prove invaluable. With Algebraic Topology 1st Edition, you will gain a solid understanding of the subject and develop the skills necessary to apply this knowledge to other areas of study. Don't miss out on this opportunity to dive into the world of Algebraic Topology.
Order your copy of the Algebraic Topology 1st Edition textbook today and embark on an exciting journey of discovery and learning.
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Higher Education Editorial Review
Algebraic Topology is a comprehensive textbook published by Cambridge University Press on 29 Oct. 2009, consisting of 556 pages, making it a substantial resource for readers seeking depth in the subject. Readers appreciate Hatcher's clear writing style, which offers intuitive motivation and numerous examples, making the challenging concepts of algebraic topology more accessible. While some noted the absence of solutions to exercises, many found the approach of using simple examples as a means to build comfort with complex ideas particularly effective. The book is well-received for its readability and the wealth of examples provided, even though some prefer alternative texts for clearer organization.
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Pros
- Clear writing style enhances understanding of complex topics.
- Rich with intuitive motivations and useful examples.
- Substantial resource with 556 pages of content.
- Effective use of simple examples for complex ideas.
- Ideal for those who prefer physical books.
Cons
- Lacks solutions to exercises for additional practice.
Product Price History
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FJD 153
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Features & Benefits
- Suitable for course or self-study
- Broad coverage with examples and exercises
- Emphasis on geometric aspects
- Includes many optional topics not part of a first course
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