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Abstract
We formulate a model in which a light pointlike composite fermion is obtained dynamically from two heavy relativistic constituents bound by strong, short-range forces with the bound-state mass as low as one-tenth the sum of the constituent masses, while still obtaining the correct Dirac moment for this bound state (a factor of 5 greater than that of the constituents). Other static properties and details of the spectrum are investigated.
Highlights
We formulate a model in which a light pointlike composite fermion is obtained dynamically from two heavy relativistic constituents bound by strong, short-range forces with the bound-state mass as low as one-tenth the sum of the constituent masses, while still obtaining the correct Dirac moment for this bound state
The idea that leptons and quarks are composites of more fundamental, heavier constituents been recently suggested by ~any authors
The most stringent dynamical ones, which we shall take as a guide, are as follows: (i) Absence, to a part in 10', of any nonelectromagnetic Pauli moment for the electron and leptons muon. (ii) must have a
Summary
We formulate a model in which a light pointlike composite fermion is obtained dynamically from two heavy relativistic constituents bound by strong, short-range forces with the bound-state mass as low as one-tenth the sum of the constituent masses, while still obtaining the correct Dirac moment for this bound state (a factor of 5 greater than that of the constituents). Title Deeply bound composite fermion with a dirac magnetic moment Bound Composite Fermion with a Dirac Magnetic Moment Dispersion-relation calculations indicate that the bound state will have a
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