
This Book Provides An Introduction To Quantum Theory Primarily For Students Of Mathematics. Although The Approach Is Mainly Traditional The Discussion Exploits Ideas Of Linear Algebra, And Points Out Some Of The Mathematical Subtleties Of The Theory. Amongst The Less Traditional Topics Are Bell's Inequalities, Coherent And Squeezed States, And Introductions To Group Representation Theory. Later Chapters Discuss Relativistic Wave Equations And Elementary Particle Symmetries From A Group Theoretical Standpoint Rather Than The Customary Lie Algebraic Approach. This Book Is Intended For The Later Years Of An Undergraduate Course Or For Graduates. It Assumes A Knowledge Of Basic Linear Algebra And Elementary Group Theory, Though For Convenience These Are Also Summarized In An Appendix.
This text investigates the mathematical foundations and formal structures of quantum theory for an audience of advanced students. The author, Keith Hannabuss, utilizes his expertise to bridge the gap between traditional physical interpretations and rigorous mathematical frameworks. By emphasizing linear algebra and group representation theory, the book provides a structured approach to understanding the complexities of quantum mechanics.
What You Will Find
Scope Limits
Experts and educators identify this text as a rigorous resource for upper-level undergraduate and graduate students in mathematics. Readers frequently note the high level of mathematical density and the specialized focus on group theoretical approaches to physical problems.
Page Count:
394
Publication Date:
1997-01-01
Publisher:
Clarendon Press
ISBN-10:
0191588733
ISBN-13:
9780191588730
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