This is the most complete handbook on the quantum theory of angular momentum. Containing basic definitions and theorems as well as relations, tables of formula and numerical tables which are essential for applications to many physical problems, the book is useful for specialists…
Ch. 1. Elements of vector and tensor theory -- ch. 2. Angular momentum operators -- ch. 3. Irreducible tensors -- ch. 4. Wigner D-functions -- ch. 5. Spherical harmonics -- ch. 6. Spin functions -- ch. 7. Tensor spherical harmonics -- ch. 8. Clebsch-Gordan coefficients and 3jm s…
Develops angular momentum theory in a pedagogically consistent way, starting from the geometrical concept of rotational invariance. Uses modern notation and terminology in an algebraic approach to derivations. Each chapter includes examples of applications of angular momentum th…
Julian Schwinger (1918-94) contributed to a broad range of topics in theoretical physics, from classical electrodynamics to quantum mechanics. This volume includes many of his most important papers.
"This extensively illustrated guide to rotational symmetries is an excellent learning aid for students of physics, chemistry, and mathematics, as well as a valuable resource for researchers in the physical sciences and applied mathematics. Features 127 illustrations relating to …
"This extensively illustrated guide to rotational symmetries is an excellent learning aid for students of physics, chemistry, and mathematics, as well as a valuable resource for researchers in the physical sciences and applied mathematics. Features 127 illustrations relating to …
