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Real Analysis: A Long-Form Mathematics Textbook (The Long-Form Math Textbook Series)
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This textbook includes much more commentary, motivation, and explanation rather than typical definition-theorem-proof-repeat style.
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What Stands Out
Product Details
- Designed for students with a focus on commentary, motivation, and explanation rather than repetitive style
- Provides detailed proofs for understanding and includes scratch work or proof sketches for a big-picture view
- Utilizes examples to challenge reader's intuition and includes over 200 illustrations
- Features relaxed writing style with historical notes, humor, and diversions into other interesting areas of mathematics
- Covers various topics including real numbers, sequences, series, topology, differentiation, integration, and more
- Each chapter concludes with exercises and open questions, along with additional appendices and online resources for hints and solutions
| Publisher | Independently published |
| Publication date | July 15, 2019 |
| Edition | 2nd |
| Language | English |
| Print length | 449 pages |
| ISBN-10 | 1077254547 |
| ISBN-13 | 978-1077254541 |
| Item Weight | 2.27 pounds (1.03 kg) |
| Dimensions | 8.5 x 1.02 x 11 inches (21.6 x 2.6 x 27.9 cm) |
| Part of series | The Long-Form Math Textbook Series |
Who Should Buy?
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Graduate Students
Ideal for graduate students pursuing advanced studies in analysis and seeking a comprehensive text with detailed explanations.
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Mathematics Instructors
Excellent resource for instructors teaching real analysis, providing structured content and ample exercises for classrooms.
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Self-Learners
Well-suited for motivated self-learners looking for a thorough and complete understanding of real analysis principles.
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Undergraduate Beginners
This textbook may be too advanced for students new to real analysis concepts, requiring prior knowledge for effective learning.
Product Description
Real Analysis: A Long-Form Mathematics Textbook (The Long-Form Math Textbook Series)
About This Item
Introducing the Real Analysis: A Long-Form Mathematics Textbook 2nd Edition - your comprehensive guide to mastering the intricacies of real analysis. This textbook is part of the esteemed Long-Form Math Textbook Series, designed to provide students and professionals alike with an in-depth understanding of mathematical concepts. Real Analysis is a fundamental branch of mathematics that explores the properties of real numbers, sequences, limits, continuity, differentiation, and integration. Whether you're a math student seeking a thorough resource to supplement your coursework or a professional looking to expand your knowledge, this textbook is the perfect choice. This 2nd edition of Real Analysis offers valuable updates and enhancements to the previous edition.
It is meticulously crafted to cover all the essential topics of real analysis, ensuring you have a solid foundation to conquer more complex mathematical concepts. As an e-commerce platform specializing in top-quality academic resources, Ubuy is proud to offer the Real Analysis: A Long-Form Mathematics Textbook 2nd Edition. With just a few clicks, you can purchase this textbook online and have it delivered directly to your doorstep. Why settle for subpar materials when you can invest in the best? This textbook, along with the entire Long-Form Math Textbook Series, is widely recognized for its clear explanations, insightful examples, and challenging exercises. It is the go-to resource for students, educators, and self-learners who are passionate about delving deep into the world of mathematics. Don't miss out on the fantastic deals we have on Real Analysis textbook brands, Long-Form Mathematics Textbook brands, and Long-Form Math Textbook Series brands.
Ubuy is your one-stop shop for all your educational needs. Order your copy of the Real Analysis: A Long-Form Mathematics Textbook 2nd Edition today and embark on a transformative learning journey.
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Calculus Editorial Review
This textbook is well-received by mathematicians for its clear explanations of proofs and mathematical rigor. It is easy to read and approaches topics in an understandable way without sacrificing rigor. It covers topics such as sequences, limits, continuity, differentiation, and integration. The author provides many well-thought-out exercises, but there are no solutions in the book. The exposition is clear, motivation for each topic is provided, and the illustrations are helpful. The author also provides hints and partial solutions to some of the exercises on his website. While it is a good resource for an advanced undergraduate, it might be a better fit for a graduate-level course.
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Pros
- Clear and easy to understand explanations.
- Approachable style that does not sacrifice mathematical rigor.
- Well-thought-out exercises.
- Provides hints and partial solutions to some exercises on the author's website.
- The introduction to each chapter provides motivation for each topic.
- Helpful illustrations.
Cons
- The book does not have solutions to its exercises.
Product Price History
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GBP 29
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Features & Benefits
- Designed for students
- Dozens of proofs with scratch work or sketch
- Over 200 illustrations to make the ideas visible
- Relaxed writing style with historical notes
- Covers a wide range of topics with exercises and open questions
- Affordable compared to other textbooks
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