We derive the effective Hamiltonian for a quantomechanical system constrained to move on a submanifold M of its configuration space Rn by a confining potential V. Besides potential terms proportional to the intrinsic and mean curvature of M the restriction to the constraint produce the minimal interaction with a geometry-induced Yang-Mills field.

Maraner, P., Destri, C. (1993). GEOMETRY-INDUCED YANG-MILLS FIELDS IN CONSTRAINED QUANTUM MECHANICS. MODERN PHYSICS LETTERS A, 8(9), 861 [10.1142/S0217732393000891].

GEOMETRY-INDUCED YANG-MILLS FIELDS IN CONSTRAINED QUANTUM MECHANICS

DESTRI, CLAUDIO
1993

Abstract

We derive the effective Hamiltonian for a quantomechanical system constrained to move on a submanifold M of its configuration space Rn by a confining potential V. Besides potential terms proportional to the intrinsic and mean curvature of M the restriction to the constraint produce the minimal interaction with a geometry-induced Yang-Mills field.
Articolo in rivista - Articolo scientifico
Quantum Mechanics, Geometry, Yang-Mills
English
1993
8
9
861
none
Maraner, P., Destri, C. (1993). GEOMETRY-INDUCED YANG-MILLS FIELDS IN CONSTRAINED QUANTUM MECHANICS. MODERN PHYSICS LETTERS A, 8(9), 861 [10.1142/S0217732393000891].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/31523
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