't Hooft's Order-Disorder Parameters and the Dual Potential

Abstract

It is shown that the operator $B(C)=Tr[P\exp i\tilde{g}\oint {\tilde{A}}_i(x)d{x}^i]$ constructed with the recently derived dual potential $\tilde{A}(x)$ and a coupling $\tilde{g}$ related to $g$ by the Dirac quantization condition satisfies the correct commutation relation with the Wilson operator $Tr[P\exp ig\oint A_i(x)d{x}^i]$ as required by 't Hooft for his order-disorder parameters.

Latex, 7 pages, no figures

Cited by in corpus (14)

• Physical Consequences of Nonabelian Duality in the Standard Model
• CKM Matrix and Fermion Masses in the Dualized Standard Model
• Flavour-Changing Neutral Currents in the Dualized Standard Model
• The Dualized Standard Model and its Applications
• Lepton Transmutation in the Dualized Standard Model
• Topological Defects in a Deformed Gauge Theory
• Nonabelian Generalization of Electric-Magnetic Duality - a Brief Review
• Are Preons Dyons? Naturalness of Three Generations
• Monopoles in Superloop Space
• Coherent Muon-Electron conversion in the Dualized Standard Model
• Polyakov Loops for the ABJ Theory
• Supersymmetric Duality in Deformed Superloop Space
• Neutrinoless Double Beta Decay in the Dualized Standard Model
• Dualized Gravity beyond Linear Approximation