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Quantum Mechanics
Suitable for advanced undergraduates, this thorough text focuses on the role of symmetry operations and the essentially algebraic structure of quantum-mechanical theory. Based on courses in quantum mechanics taught by the authors, the treatment provides numerous problems that require applications of theory and serve to supplement the textual material.
Starting with a historical introduction to the origins of quantum theory, the book advances to discussions of the foundations of wave mechanics, wave packets and the uncertainty principle, and an examination of the Schrödinger equation that includes a selection of one-dimensional problems. Subsequent topics include operators and eigenfunctions, scattering theory, matrix mechanics, angular momentum and spin, and perturbation theory. The text concludes with a brief treatment of identical particles and a helpful Appendix.
Starting with a historical introduction to the origins of quantum theory, the book advances to discussions of the foundations of wave mechanics, wave packets and the uncertainty principle, and an examination of the Schrödinger equation that includes a selection of one-dimensional problems. Subsequent topics include operators and eigenfunctions, scattering theory, matrix mechanics, angular momentum and spin, and perturbation theory. The text concludes with a brief treatment of identical particles and a helpful Appendix.
Reprint of the Addison-Wesley Publishing Company, Inc., Reading, Massachusetts, 1961 edition.
mechanical theory;undergraduate mathematics course material;symmetry operations;quantum mechanical theory;practice problems;study guide;mathematical review;history of quantum mechanics;one dimensional problems;operators;eigenfunctions;treatment of identical particles;nonfiction;quantum theory;quantum mechanics;foundations of wave mechanics;wave packets;uncertainty principle;schrodinger equation;scattering theory;matrix mechanics;angular momentum and spin$10.48
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Description
Suitable for advanced undergraduates, this thorough text focuses on the role of symmetry operations and the essentially algebraic structure of quantum-mechanical theory. Based on courses in quantum mechanics taught by the authors, the treatment provides numerous problems that require applications of theory and serve to supplement the textual material.
Starting with a historical introduction to the origins of quantum theory, the book advances to discussions of the foundations of wave mechanics, wave packets and the uncertainty principle, and an examination of the Schrödinger equation that includes a selection of one-dimensional problems. Subsequent topics include operators and eigenfunctions, scattering theory, matrix mechanics, angular momentum and spin, and perturbation theory. The text concludes with a brief treatment of identical particles and a helpful Appendix.
Starting with a historical introduction to the origins of quantum theory, the book advances to discussions of the foundations of wave mechanics, wave packets and the uncertainty principle, and an examination of the Schrödinger equation that includes a selection of one-dimensional problems. Subsequent topics include operators and eigenfunctions, scattering theory, matrix mechanics, angular momentum and spin, and perturbation theory. The text concludes with a brief treatment of identical particles and a helpful Appendix.
Reprint of the Addison-Wesley Publishing Company, Inc., Reading, Massachusetts, 1961 edition.
mechanical theory;undergraduate mathematics course material;symmetry operations;quantum mechanical theory;practice problems;study guide;mathematical review;history of quantum mechanics;one dimensional problems;operators;eigenfunctions;treatment of identical particles;nonfiction;quantum theory;quantum mechanics;foundations of wave mechanics;wave packets;uncertainty principle;schrodinger equation;scattering theory;matrix mechanics;angular momentum and spin
