A study of Mac Dowell symmetry, conspiracy, and fermion Regge trajectories
Lang, Joseph Edward
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https://hdl.handle.net/2142/25840
Description
Title
A study of Mac Dowell symmetry, conspiracy, and fermion Regge trajectories
Author(s)
Lang, Joseph Edward
Issue Date
1970
Doctoral Committee Chair(s)
Stack, John D.
Department of Study
Physics
Discipline
Physics
Degree Name
Ph.D.
Degree Level
Dissertation
Keyword(s)
Mac Dowell symmetry
conspiracy
fermion regge trajectories
Language
en
Abstract
"Non-dynamical constraints on the scattering amplitude are derived
and applied to the Regge pole model. In particular, the effects of Mac-
Dowell symmetry and the conspiracy constraints are derived for fermion
Regge trajectory and residue functions. It is shown that two solutions of
the constraints - analogous to the ""conspiratorial"" and ""evasive"" solutions
for boson Regge poles - exist. The conspiratorial (M = 3/2) solution of
the constraints implies that the first derivative of the fermion Regge
trajectory with respect to the energy vanishes. Experimental tests for
the existence of M = 3/2 trajectories are suggested."
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