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Item #:
71100494
Quantum Mechanics in Hilbert Space: Second Edition Dover Books on Physics
Item #:
71100494
AWG 64
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Quantum Mechanics in Hilbert Space is an accessible guide to the mathematical foundations of nonrelativistic quantum mechanics, with applications to Hilbert Space theory
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What Stands Out
Comprehensive Coverage
This edition provides an extensive exploration of quantum mechanics, covering both foundational concepts and advanced topics, making it suitable for students and professionals alike.
Updated Content
Revised and enhanced content reflects recent advancements in the field, ensuring readers are equipped with the latest knowledge and methodologies in quantum mechanics.
Affordable Edition
As part of the Dover Books on Physics series, this edition offers high-quality education at an affordable price, making advanced physics accessible to a wider audience.
Product Details
- Suitable for courses in functional analysis at advanced undergraduate and graduate levels
- Accessible to students without extensive mathematical background
- Of particular interest to mathematicians working in functional analysis and related areas
- Rigorous proofs of main functional-analytic statements encountered in quantum mechanics books
- Fills the gap between physics- and mathematics-oriented texts on Hilbert space theory
- Includes exercises with hints and solutions
| Item Weight | 1 lbs (450 grams) |
Who Should Buy?
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Physics Students
Ideal for graduate students seeking a comprehensive understanding of quantum mechanics using Hilbert space formalism.
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Theoretical Physicists
Provides valuable insights and advanced knowledge beneficial for researchers working in theoretical physics.
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Quantum Mechanics Enthusiasts
Great for independent learners passionate about deepening their understanding of foundational quantum mechanics and mathematical structures.
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Beginners
Not suitable for those new to quantum mechanics, as it assumes prior knowledge and mathematical proficiency.
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Casual Readers
May be challenging for non-specialists or those looking for light, general-interest literature on quantum physics.
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Practical Applications Focus
Does not cater to individuals seeking practical applications or hands-on experiments related to quantum mechanics.
Product Description
Quantum Mechanics in Hilbert Space: Second Edition Dover Books on Physics
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Customer Questions & Answers
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Question:
What is the focus of the book 'Quantum Mechanics in Hilbert Space: Second Edition'?
Answer: The book primarily focuses on the mathematical foundations of quantum mechanics, particularly through the lens of Hilbert space theory. This edition delves deeper into the representation of quantum states and operators and discusses their implications in quantum theory. It's valuable for both students and professionals aiming to understand the rigorous mathematical framework underlying quantum mechanics, making it essential for further studies in advanced physics and related fields. -
Question:
Who is the target audience for 'Quantum Mechanics in Hilbert Space: Second Edition'?
Answer: This book is targeted primarily at graduate students in physics and mathematics, as well as researchers and practitioners in the field. It assumes a foundational understanding of quantum theory and mathematical concepts, making it suited for those looking to deepen their comprehension of the subject. Additionally, it's useful as a reference text for professionals exploring advanced topics and applications of quantum mechanics in their work. -
Question:
What new topics are covered in the second edition?
Answer: The second edition introduces updated content and new topics such as recent developments in quantum theory and improved mathematical treatments of various concepts. It also includes examples that reflect contemporary applications of quantum mechanics. These enhancements provide readers with a comprehensive understanding of how Hilbert space concepts are applied within modern physics, enabling them to appreciate the evolution and current trends in quantum mechanics. -
Question:
Can this book help in practical applications of quantum mechanics?
Answer: Yes, 'Quantum Mechanics in Hilbert Space' offers insights that can be directly applied to practical scenarios, such as quantum computing and quantum information theory. By understanding the underlying mathematical structures of quantum mechanics, readers can better grasp how these principles are applied in developing technologies, conducting experiments, and solving complex problems in physics. This practical knowledge is particularly beneficial for those working in research or technological innovation. -
Question:
How does Hilbert space relate to quantum mechanics?
Answer: Hilbert space provides the mathematical framework necessary for describing quantum systems. In quantum mechanics, states are represented as vectors in a Hilbert space, and observables are represented by linear operators acting on these vectors. This relationship is crucial for deriving predictions and understanding phenomena such as superposition and entanglement. The book elaborates on these concepts, helping readers appreciate the theoretical basis of quantum mechanics. -
Question:
Is prior knowledge of quantum mechanics required to understand this book?
Answer: While a foundational understanding of quantum mechanics is beneficial, the book is structured to gradually build upon complex concepts. Readers with some background in mathematics and physics will find the content more accessible. The author provides clear explanations and definitions, making it possible for dedicated readers to grasp higher-level ideas even if they are not experts in quantum mechanics. -
Question:
What pedagogical features does the book have?
Answer: The book includes numerous examples, exercises, and illustrations throughout the chapters to aid understanding. Each section concludes with problems that prompt readers to apply concepts, reinforcing their learning experience. These pedagogical features are designed to encourage critical thinking and to help solidify the reader's grasp of quantum mechanics, making it an effective learning tool. -
Question:
What distinguishes this edition from previous ones?
Answer: This edition is distinguished by its enhanced clarity, updated examples, and broader coverage of contemporary topics in quantum mechanics. The second edition reflects recent advancements in the field and presents updated mathematical approaches, making it more relevant for current studies and research. This ensures readers gain insights that are applicable to modern quantum physics problems, setting it apart from previous editions. -
Question:
How can this book assist in exam preparation for physics students?
Answer: This book can serve as a critical resource for exam preparation, particularly for advanced courses in quantum mechanics. The comprehensive explanations, alongside the exercises provided, enable students to solidify their understanding of complex topics. By practicing the problems and revisiting key concepts discussed in the book, students can enhance their readiness for examinations, making it an invaluable tool during their studies. -
Question:
Where can I buy Quantum Mechanics in Hilbert Space: Second Edition Dover Books on Physics?
Answer: You can purchase 'Quantum Mechanics in Hilbert Space: Second Edition Dover Books on Physics' from Ubuy, which operates in Aruba. Ubuy offers a user-friendly platform to source this book alongside a wide range of other educational materials, making it convenient for customers to find exactly what they need for their studies.
Quantum Theory Editorial Review
"Quantum Mechanics in Hilbert Space" by Eduard Prugovecki is an excellent reference book for individuals looking to review specific topics in quantum mechanics. The 685-page book has a detailed table of contents and an index of notation which makes it easy to use as a reference. The book uses Dirac's notation throughout and interleaves physical applications with maths. The author, though not well-known, is a thorough and elegant expositor. The book provides sufficient rigor for serious students of quantum mechanics, but is not appropriate for beginners. The author has presented a carefully developed exposition of von Neumann's approach in his masterful 1932 book.
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Pros
- Excellent reference book for reviewing specific quantum mechanics topics
- Detailed table of contents and index of notation for easy reference
- Uses Dirac's notation throughout and interleaves physical applications with maths
- Thorough and elegant exposition of quantum mechanics
Cons
- Not appropriate for beginners
Product Price History
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AWG 64
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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
- Suitable for advanced undergraduate and graduate level courses on functional analysis
- Includes rigorous proofs of all main functional-analytic statements used in quantum mechanics
- Contains exercises with hints and solutions for readers
- Readable and self-contained form with applications of basic theorems to quantum mechanics
- Fills gap between physics and mathematics-oriented texts on Hilbert space theory
- Interests mathematicians working in functional analysis and related fields