An Investigation of the $K_F$-type Lorentz-Symmetry Breaking Gauge Models in $N=1$-Supersymmetric Scenario

Abstract

In this work, we present two possible venues to accomodate the $K_F$-type Lorentz-symmetry violating Electrodynamics in an $N=1$-supersymmetric framework. A chiral and a vector superfield are chosen to describe the background that signals Lorentz-symmetry breaking. In each case, the $K_{\mu \nu \kappa \lambda }$-tensor is expressed in terms of the components of the background superfield that we choose to describe the breaking. We also present in detail the actions with all fermionic partners of the background that determine $K_{\mu \nu \kappa \lambda }$.

10 pages

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• Topological self-dual configurations in a Lorentz-violating gauged O(3) sigma model
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• Coulomb-type interaction under Lorentz symmetry breaking effects
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• Lorentz symmetry breaking effects on relativistic EPR correlations
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• Lorentz-violating extension of the spin-one Duffin-Kemmer-Petiau equation
• Effects of Lorentz Symmetry Violation on a Relativistic Scalar Particle in Quantum Systems
• Non-orthogonality and $\kappa$-dependence eccentricity of polarized electromagnetic waves in CPT-even Lorentz violation
• Self-dual solitons in a $CPT$-odd and Lorentz-violating gauged $O(3)$ sigma model
• Relativistic scalar particle subject to a confining potential and Lorentz symmetry breaking effects in the cosmic string spacetime
• Dual embedding of extended models with a Lorentz-breaking mass term
• Topological self-dual configurations in a Maxwell--Higgs model with a CPT-odd and Lorentz-violating nonminimal coupling
• Aspects of the gauge boson-gaugino mixing in a supersymmetric scenario with Lorentz-symmetry violation
• He-McKellar-Wilkens-type effect from the Lorentz symmetry breaking effects
• Effects of Lorentz Symmetry Breaking Environment on Generalized Relativistic Quantum Oscillator Field