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Title:A study of Mac Dowell symmetry, conspiracy, and fermion Regge trajectories
Author(s):Lang, Joseph Edward
Doctoral Committee Chair(s):Stack, John D.
Department / Program:Physics
Discipline:Physics
Degree:Ph.D.
Genre:Dissertation
Subject(s):Mac Dowell symmetry
conspiracy
fermion regge trajectories
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.
Issue Date:1970
Genre:Dissertation / Thesis
Type:Text
Language:English
URI:http://hdl.handle.net/2142/25840
Rights Information:1970 Joseph Edward Lang
Date Available in IDEALS:2011-07-26
Identifier in Online Catalog:6053463


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