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Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)
€ 77
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This brisk introduction to functional analysis presents results of application in contemporary mathematics and shows the relevance to other areas.
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What Stands Out
Produkto Aprašymas
| Publisher | Cambridge University Press |
| Publication date | March 28, 1999 |
| Edition | 2nd |
| Language | English |
| Print length | 256 pages |
| ISBN-10 | 1886940991 |
| ISBN-13 | 978-0521655774 |
| Item Weight | 12.7 ounces (360.05 grams) |
| Dimensions | 6 x 0.64 x 9 inches (15.2 x 1.6 x 22.9 cm) |
Who Should Buy?
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Undergraduate Students
Ideal for students seeking a foundational understanding of linear analysis in a structured textbook format.
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Self-learners
Suitable for individuals aiming to self-study linear analysis concepts with clear explanations and examples.
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Educators
Useful for teachers looking for a comprehensive resource to assist in curriculum development for advanced mathematics courses.
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Advanced Researchers
Not suitable for researchers seeking advanced topics or deep theoretical insights beyond introductory material.
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Casual Readers
May not appeal to those looking for light reading, as it focuses heavily on mathematical rigor.
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Young Students
Not appropriate for younger students or those with no prior exposure to higher mathematics.
PRODUKTO APRAŠYMAS
Linear Analysis: An Introductory Course (Cambridge Mathematical Textbooks) (Volume 0)
Klientų klausimai ir atsakymai
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klausimas:
Who is this book intended for?
Answer: It is designed for advanced undergraduate students, typically in their final year, with a background in real analysis. -
klausimas:
What unique topics does the book cover?
Answer: It includes unique topics such as geometry of finite-dimensional spaces, invariant subspaces, and the Bishop-Phelps theorem. -
klausimas:
Does the book include exercises for practice?
Answer: Yes, it features a large number of exercises ranging from straightforward to challenging, ensuring student engagement.
Algebra Editorial Review
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Argumentai "už"
- Clear and concise explanations
- Comprehensive coverage of topics
- Engaging exercises for practice
- Well-organized chapters
- Useful for self-study
Minusai
- Some advanced topics may be brief.
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Savybės ir privalumai
- Revised and updated second edition for advanced undergraduate students.
- Covers standard material with a fresh perspective on applications.
- Includes unusual topics like geometry of finite-dimensional spaces and fixed-point theorems.
- Features the Bishop-Phelps theorem and invariant subspaces.
- Offers a large number of engaging exercises, varying in difficulty.
- Helps students understand the relevance of functional analysis in modern mathematics.