Anyonic Excitations in Warped and Curved AdS Backgrounds
Abstract
This work studies anyonic excitations in warped and curved AdS3 backgrounds via Chern-Simons theory. By incorporating geometric deformations such as conical defects, it is shown that curvature modifies the fusion and braiding properties through corrections to modular data in SU(N)k models. Analytical models and numerical simulations reveal how these deformations affect the topological structure and influence holographic duals, especially in relation to entanglement and quantum error correction.
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