Use this URL to cite or link to this record in EThOS: | https://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.653531 |
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Title: | Some problems in quantum mechanical representation theory : I. Rigged Hilbert spaces for some ideal systems; II. Ray and coray representations for some finite extensions of the Poincare group | ||||||
Author: | Komy, S. R. | ||||||
Awarding Body: | University of Edinburgh | ||||||
Current Institution: | University of Edinburgh | ||||||
Date of Award: | 1967 | ||||||
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Abstract: | |||||||
Recently there has been much interact in the group theoretical investigation of inherent dynamical symmetries of exactly solvable systems such as the non-relativistic Kepler problem, rigid rotator and the isotropic harmonic oscillator. One reason for such a study is that the structure of closely related problems in hadron physics may be studied, namely the use of higher symmetry of interaction® in order to classify the spectrum of the system by the corresponding non-invariance dynamical groups.
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Supervisor: | Not available | Sponsor: | Not available | ||||
Qualification Name: | Thesis (Ph.D.) | Qualification Level: | Doctoral | ||||
EThOS ID: | uk.bl.ethos.653531 | DOI: | Not available | ||||
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