Operator Methods in Quantum Mechanics

Language: English

Published by Oxford University Press, GB, 1991

0198539614 / 9780198539612

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Quantum mechanical problems capable of exact solution are traditionally solved in a few instances only (such as the harmonic oscillator and angular momentum) by operator methods, but mainly by means of Schrodinger's wave mechanics. The present volume shows that a large range of one- and three- dimensional problems, including certain relativistic ones, are solvable by algebraic, representation-independent methods using commutation relations, shift operators, the virial, hypervirial, and Hellman-Feyman theorems. Applications of these operator methods to the calculation of eigenvalues, matrix elements, and wavefunctions are discussed in detail. This book is an introduction to the use of operator methods in quantum mechanics and also a reference work with numerous problmes solved. It is suitable for use by students of intermediate quantum mechanics and also more advanced postgraduate students who wish to study the algebraic method of solving quantum mechanical problems.

Seller Inventory # LU-9780198539612

Title
Operator Methods in Quantum Mechanics
Author
O. L. de Lange, R. E. Raab
Publisher
Oxford University Press, GB
Publication year
1991
Condition
New
Binding
Hardback
Language
English
ISBN 10
0198539614
ISBN 13
9780198539612
Item weight
738 grams

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