THE EIGENVECTORS OF THE ANGULAR MOMENTUM OPERATOR JX
Abstract
A matrix M which arises in the theory of angular momen um in quantum mechanics, is discussed. The fact that M can be transformed into diagonal form by a symmetric real orthogonal matrix is established. C R AIN I ER PRODUCTS OF IG NV C ORS AN C R AIN WEIGHTE INN R PRODUCT ARE COMPUTED ALSO T a the methods and results do apply t a certai narrow class of matric s relat to M is in icated. (Author)
Document Details
- Document Type
- Technical Report
- Publication Date
- Aug 01, 1961
- Accession Number
- AD0266395
Entities
People
- F.t. Smith
- J.l. Brenner
- P.a. Clement
Organizations
- University of Wisconsin–Madison