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The geometric phase in quantum systems : foundations, mathematical concepts, and applications in molecular and condensed matter physics

출판사: Berlin ; New York : Springer, cop. 2003.
시리즈: Texts and monographs in physics
판/형식:   도서 : 영어모든 판과 형식 보기
데이터베이스:WorldCat
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Intended for graduate physics and chemistry students, this monograph covers the concept of the geometric phase in quantum physics, from its mathematical foundations to its physical applications and  더 읽기…

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문서 형식:
ISBN: 3540000313 9783540000310
OCLC 번호: 469692495
메모: Notes bibliogr. p. [429]-436. Index.
설명: XV-439 p. : ill. ; 24 cm.
내용: 1. Introduction.- 2. Quantal Phase Factors for Adiabatic Changes.- 3. Spinning Quantum System in an External Magnetic Field.- 4. Quantal Phases for General Cyclic Evolution.- 5. Fiber Bundles and Gauge Theories.- 6. Mathematical Structure of the Geometric Phase I: The Abelian Phase.- 7. Mathematical Structure of the Geometric Phase II: The Non-Abelian Phase.- 8. A Quantum Physical System in a Quantum Environment - The Gauge Theory of Molecular Physics.- 9. Crossing of Potential Energy Surfaces and the Molecular Aharonov-Bohm Effect.- 10. Experimental Detection of Geometric Phases I: Quantum Systems in Classical Environments.- 11. Experimental Detection of Geometric Phases II: Quantum Systems in Quantum Environments.- 12. Geometric Phase in Condensed Matter I: Bloch Bands.- 13. Geometric Phase in Condensed Matter II: The Quantum Hall Effect.- 14. Geometric Phase in Condensed Matter III: Many-Body Systems.- A. An Elementary Introduction to Manifolds and Lie Groups.- B. A Brief Review of Point Groups of Molecules with Application to Jahn-Teller Systems.- References.
일련 제목: Texts and monographs in physics
책임: A. Bohm... [et al.].
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