The algebraic structure of Regge recurrences is examined, and its relation to symmetry schemes underlying various models is established. The relationship between the Spectrum Generating Algebras (SGA) and the noncompact subalgebras of the rotational states are discussed for the Coulomb potential, the three-dimensional oscillator, the signature which appears in exchange potentials, as well as the U(6, 6) and the other suggested SGA of hadron physics.
|Number of pages||4|
|Journal||Journal of Mathematical Physics|
|State||Published - 1966|