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SOME ASPECTS OF ANGULAR MOMENTUM IN FOUR DIMENSIONS
Abstract
The solution of the three-dimensional angular momentum problem based on the commutation rules is well-known. 1-5 The commuting operators are the square of the total angular momentum and any one of the three components, called M₂. The matrix elements of these are found to be ²(j + 1) and m, respectively.Gallup has worked out the orbital angular momentum problem in n-dimensional space using the Mij commutation.
Subject Area
Physical chemistry|Chemistry
Recommended Citation
COX, MARY DALE ALEXANDER, "SOME ASPECTS OF ANGULAR MOMENTUM IN FOUR DIMENSIONS" (1962). ETD collection for University of Nebraska-Lincoln. AAI6302399.
https://digitalcommons.unl.edu/dissertations/AAI6302399