Many books explore group theory's connection with physics, but few of them offer an introductory approach. This text provides upper-level undergraduate and graduate students with a foundation in problem solving by means of eigenfunction transformation properties. It focuses on eigenvalue problems in which differential equations or boundaries are unaffected by certain rotations or translations. This study of transformations induced in function space by rotations (or translations) in configuration space has numerous practical applications--not only to quantum mechanics but also to any other eigenvalue problems, including those of vibrating systems (molecules or lattices) or waveguides. 1965 ed.
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