Knot and Conformal Field Theory Approach in Molecular and Nuclear Physics
Aug, 198910 pages
Published in:
- Prog.Theor.Phys. 83 (1990) 363-367
DOI:
Report number:
- HPICK-0138-89-REV,
- HPICK-0138-89
Citations per year
Abstract: (Oxford Journals)
It is shown that the eigenvalue of a quadratic Casimir operator of quantum universal enveloping (QUE) algebra of SU_2 explains successfully the observed rotational spectra of a molecule. A similar idea is applied to two nuclei. The problem of dissociation (binding) energy for the molecules (nuclei) is discussed shortly.Note:
- Revised version
- nuclear physics
- field theory: conformal
- operator: Casimir
- quantum group: SU(2)
- atomic physics: molecule
- spectrum: rotation
- binding energy
- knot theory
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