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Item #:
47409308
Fundamentals of Mathematical Analysis
Item #:
47409308
NZD 261
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Only 11 items left in stock.
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Fundamentals of Mathematical Analysis explores real and functional analysis with a substantial component on topology
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What Stands Out
Comprehensive Coverage
Covers essential topics in mathematical analysis, including sequences, series, and continuity, providing a thorough understanding for students and professionals.
Clear Explanations
Offers clear, concise explanations and examples that enhance comprehension, making complex concepts accessible for learners at various levels.
Practical Applications
Integrates real-world applications throughout the text, demonstrating the relevance of mathematical analysis in various fields, helping students relate theory to practice.
Product Details
- Covers real and functional analysis with a focus on topology
- Includes background information on real and complex number fields and set theory
- Rigorous treatment of vector spaces
- Extensive study of metric spaces with applications
- Introduction to general topology and classical treatment of Banach and Hilbert spaces
- Deep account of measure and integration theories
| Publisher | Oxford University Press |
| Publication date | May 9, 2021 |
| Language | English |
| Print length | 480 pages |
| ISBN-10 | 0198868782 |
| ISBN-13 | 978-0198868781 |
| Item Weight | 2 pounds (910 grams) |
| Dimensions | 9.5 x 1.1 x 6.3 inches (24.1 x 2.8 x 16 cm) |
Who Should Buy?
-
Mathematics Students
Ideal for undergraduate students pursuing degrees in mathematics or related fields requiring a solid foundation in analysis.
-
Self-Learners
Great for individuals teaching themselves mathematical analysis and seeking structured content and rigorous explanations.
-
Educators
Useful for instructors looking to supplement their teaching materials with comprehensive explanations and examples in analysis.
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Beginners
Not suitable for absolute beginners in mathematics who lack prior exposure to basic mathematical concepts and terminology.
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Casual Learners
May not appeal to those looking for a light or informal introduction to mathematics without rigorous depth.
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Advanced Researchers
Not ideal for advanced researchers who may require specialized texts that delve deeper into specific areas of mathematical analysis.
Product Description
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Product Buying Guide
The Fundamentals of Mathematical Analysis is a comprehensive textbook that covers real and functional analysis with a focus on topology. It provides a rigorous treatment of key mathematical concepts and is suitable for a two-semester course on analysis. The book aims to offer an accessible introduction to the subject, with clear explanations and a wealth of examples and exercises. Whether you're a student looking to deepen your understanding of mathematical analysis or an instructor designing a course in topology or real analysis, this textbook has you covered.
Product Specifications
- Real and functional analysis with a substantial component on topology
- Background information on the real and complex number fields
- Introduction to set theory
- Rigorous treatment of vector spaces
- Extensive study of metric spaces including completeness, compactness, and function spaces
- Introduction to general topology
- Classical treatment of Banach and Hilbert spaces
- Elements of operator theory
- Deep account of measure and integration theory
- Suitable for a two-semester course on analysis
- Can be used to design one-semester courses on topology or real analysis
- Breadth and depth with numerous examples and exercises
- Clear and concise writing style
- Prerequisites: undergraduate courses in real analysis and linear algebra
Key Features
- Comprehensive coverage of real and functional analysis with a focus on topology
- Thorough treatment of key mathematical concepts including metric spaces, completeness, and compactness
- Introduction to general topology and classical treatment of Banach and Hilbert spaces
- In-depth exploration of measure and integration theory
- Clear and concise writing style with detailed proofs
- Abundance of examples and exercises for practice
Usage Scenarios
- Students seeking a comprehensive textbook on real and functional analysis with a focus on topology
- Instructors designing courses on topology or real analysis
- Individuals looking to deepen their understanding of mathematical analysis
- Those with a background in undergraduate real analysis and linear algebra seeking to further their mathematical knowledge
Buying Considerations
- Ensure that you have a solid understanding of undergraduate real analysis and linear algebra before diving into this textbook
- Consider your specific needs and whether a comprehensive two-semester course or a one-semester course on a specific topic is more suitable for you
- Take advantage of the extensive examples and exercises provided in the book to reinforce your understanding and practice problem-solving
- Evaluate whether the clear and concise writing style aligns with your preferred learning approach
Conclusion
The Fundamentals of Mathematical Analysis is a highly recommended textbook for anyone looking to delve into real and functional analysis with a focus on topology. With its comprehensive coverage, clear writing style, and abundance of examples and exercises, it offers a valuable resource for students, instructors, and individuals seeking to deepen their mathematical knowledge.
View LessThe Fundamentals of Mathematical Analysis is a comprehensive textbook that covers real and functional analysis with a focus on topology. It provides a rigorous treatment of key mathematical concepts and is suitable for a two-semester course on analysis. The book aims to offer an accessible introduction to the subject, with clear explanations and a wealth of examples and exercises. Whether you're a student looking to deepen your understanding of mathematical analysis or an instructor designing a course in topology or real analysis, this textbook has you covered. Continue Reading
Customer Questions & Answers
-
Question:
What are the prerequisites for studying Fundamentals of Mathematical Analysis?
Answer: The prerequisites for studying Fundamentals of Mathematical Analysis are a thorough understanding of undergraduate real analysis and linear algebra, and a degree of mathematical maturity. -
Question:
What kind of course is Fundamentals of Mathematical Analysis suitable for?
Answer: Fundamentals of Mathematical Analysis is suitable for a two-semester course on analysis, and material can be chosen to design one-semester courses on topology or real analysis. -
Question:
What can I expect from the writing style of Fundamentals of Mathematical Analysis?
Answer: The writing style of Fundamentals of Mathematical Analysis is clear and concise with detailed proofs, and it is designed as an accessible classical introduction to the subject with excellent breadth and depth and an abundance of examples and exercises.
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Pros
- Clear explanations and definitions
- Comprehensive coverage of topics
- Strong emphasis on problem-solving
- Helpful exercises and solutions
- Well-organized structure and flow
Cons
- Occasional overly complex examples
Product Price History
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NZD 261
Order now and get it around Monday, August 03
This item is not restrict in my country.(Please click on above link if this item is not restrict in your country, So our team will review and allow.)
QTY:
Only 11 items left in stock.
Secured transaction
Ubuy works hard to protect your security and privacy. Our advanced payment security system ensures confidentiality by encrypting your information during transmission using AES (Advanced Encryption Standards) and SSL (Secure Socket Layer) protocols. Your payment details are 100% secure as we do not share your payment details with third party sellers.
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Features & Benefits
- An extensive study of metric spaces including completeness, compactness and function spaces
- A classical treatment of Banach and Hilbert spaces with an introduction to general topology and operator theory
- Designed as an accessible classical introduction to the subject with detailed proofs and clear, concise writing style
- Suitable for a two-semester course on analysis with material to design one-semester courses on topology or real analysis
- Assumes prerequisites of a thorough understanding of undergraduate real analysis and linear algebra, and a degree of mathematical maturity
- Aims to achieve excellent breadth and depth with an abundance of examples and exercises