1. Edition - May 1994
109.- Euro
1994. XIV, 461 Pages, Hardcover
129 Fig.
- Textbook -
ISBN-10: 0-471-55264-X
ISBN-13: 978-0-471-55264-2 - Wiley-VCH, Berlin









Detailed description
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 theory to subjects of current interest and to demonstrate the connections between various scientific fields which are provided through rotations. Includes Mathematica and C language programs.

From the contents
Symmetry in Physical Systems.

Mathematical and Quantal Preliminaries.

Rotational Invariance and Angular Momentum.

Angular Momentum Eigenstates.

Angular Momentum in Quantum Systems.

Finite Rotations of Angular Momentum Eigenstates.

Combining Two Angular Momentum Eigenstates.

Irreducible Spherical Tensors and Spin.

Recombining Several Angular Momentum Eigenstates.

Epilogue.

Appendices.

References.

Index.