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Orientation-Dependent Casimir Energy and Generalized Torque in Lorentz-Violating Rectangular Compactifications
We derive the renormalized Casimir energy of a free massive real scalar field on the rectangular compactification \(\mathbb{R}^{1,r}\times T^p\) in the presence of a constant CPT-even aether-like Lorentz-violating background. Allowing the spatial part of the background vector to have an arbitrary or
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