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On some physical aspects of the group properties of point transformations of harmonic oscillators

Author

Carmen Rosa Contreras, University of the Pacific

Date of Award

1991

Document Type

Thesis - Pacific Access Restricted

Degree Name

Master of Science (M.S.)

Department

Graduate Studies

First Advisor

[?]

First Committee Member

S. Berger

Second Committee Member

Andres Rodriguez

Third Committee Member

Coburn C. Ward

Abstract

The purpose of our work is to study the physical aspects of the application of the Lie group analysis to simple harmonic oscillators and related systems which can or cannot be canonical ones. The mathematical part of the problem has been studied by many authors. Quite recently L. Hubbard, C.Wulfman and H. Rabitz and C. Wulfman and H.Rabitz have developed a method for a group theoretical analysis applicable to a more general class of linear systems of Ordinary Differential Equations (ODE).

Pages

84

Recommended Citation

Contreras, Carmen Rosa. (1991). On some physical aspects of the group properties of point transformations of harmonic oscillators. University of the Pacific, Thesis - Pacific Access Restricted. https://scholarlycommons.pacific.edu/uop_etds/2220