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Principles of Quantum Mechanics

Second Edition

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Reviews from the First Edition praise its clarity in discussing quantum mechanics and its mathematical foundations, noting its approachable style that eases students into complex concepts. The second edition, a comprehensive 700-page text, enhances this foundation with major additions and updates. Its conversational style resembles lecture notes, making it particularly beneficial for beginners and those in related fields like quantum chemistry. Key features include a completely rewritten mathematical introduction, a discussion on Time-reversal invariance, and extensive coverage of path integrals and their applications. The text offers a clear and accessible treatment of the underlying mathematics, alongside a review of Newtonian, Lagrangian, and Hamiltonian mechanics. It separates mathematical theorems from physical postulates to enhance student understanding of quantum theory. With its unparalleled coverage of path integrals and their contemporary relevance, this text serves as an essential resource for advanced undergraduate and graduate students. Fully referenced and supported by numerous exercises and solutions, the self-contained chapters also make it suitable for independent study and courses in applied disciplines.

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Principles of Quantum Mechanics, Ramamurti Shankar

Langue
Année de publication
1994
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Sous-titre
Second Edition
Langue
Anglais
Éditeur
Springer
Publié
1994
Format
rigide
Pages
676
ISBN10
0306447908
ISBN13
9780306447907
Séries
Évaluation
4,35 sur 5
Description
Reviews from the First Edition praise its clarity in discussing quantum mechanics and its mathematical foundations, noting its approachable style that eases students into complex concepts. The second edition, a comprehensive 700-page text, enhances this foundation with major additions and updates. Its conversational style resembles lecture notes, making it particularly beneficial for beginners and those in related fields like quantum chemistry. Key features include a completely rewritten mathematical introduction, a discussion on Time-reversal invariance, and extensive coverage of path integrals and their applications. The text offers a clear and accessible treatment of the underlying mathematics, alongside a review of Newtonian, Lagrangian, and Hamiltonian mechanics. It separates mathematical theorems from physical postulates to enhance student understanding of quantum theory. With its unparalleled coverage of path integrals and their contemporary relevance, this text serves as an essential resource for advanced undergraduate and graduate students. Fully referenced and supported by numerous exercises and solutions, the self-contained chapters also make it suitable for independent study and courses in applied disciplines.