Fundamentals of quantum mechanics
By: Ajit Kumar.
Publisher: Cambridge Cambridge University Press 2018Description: xvi, 430p.ISBN: 9781108465939.Subject(s): Quantum theory | Quantum theory -- MathematicsDDC classification: 530.1 | Aj54f Summary: The book discusses fundamental concepts of quantum mechanics, including the state of a quantum mechanical system, operators, superposition principle and measurement postulate. The notion of an operator and the algebra of operators is introduced with the help of elementary concepts of mathematical analysis. The mathematical tools developed here will help resolve the difficulties encountered in classical physics while trying to explain the experimental results involving atomic spectra and other phenomena. The differential equations that arise while solving eigen-value problems are solved rigorously, to make the text self-sufficient. The solutions are then physically interpreted and explained. The book covers modern algebraic language of quantum mechanics, wherein the fundamental concepts and methods of solutions are translated into the algebraic formalism and compared with the earlier simpler approach. The text offers solved examples and homework problems to help students solve practical problems requiring quantum mechanical treatment.Item type | Current location | Collection | Call number | Status | Date due | Barcode | Item holds |
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PK Kelkar Library, IIT Kanpur | General Stacks | 530.1 Aj54f (Browse shelf) | Available | A184645 |
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530.0924 Sa84 Satyendra Nath Bose | 530.09253 P834p Physicists in conflict | 530.1 AB8D2 RISE OF THE NEW PHYSICS | 530.1 Aj54f Fundamentals of quantum mechanics | 530.1 AR9CE RELATIVISTIC KINEMATICS | 530.1 At71 Atoms and molecules in laser and external fields | 530.1 B22I AN INTRODUCTION TO QUANTUM STATISTICS |
The book discusses fundamental concepts of quantum mechanics, including the state of a quantum mechanical system, operators, superposition principle and measurement postulate. The notion of an operator and the algebra of operators is introduced with the help of elementary concepts of mathematical analysis. The mathematical tools developed here will help resolve the difficulties encountered in classical physics while trying to explain the experimental results involving atomic spectra and other phenomena. The differential equations that arise while solving eigen-value problems are solved rigorously, to make the text self-sufficient. The solutions are then physically interpreted and explained.
The book covers modern algebraic language of quantum mechanics, wherein the fundamental concepts and methods of solutions are translated into the algebraic formalism and compared with the earlier simpler approach. The text offers solved examples and homework problems to help students solve practical problems requiring quantum mechanical treatment.
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