Quantum-inspired wormholes from String T-Duality
Francisco S. N. Lobo, Manuel E. Rodrigues

TL;DR
This paper explores how string T-duality induces a minimal length scale that regularizes gravity, leading to novel wormhole solutions with minimized energy condition violations, enhancing their physical plausibility.
Contribution
It introduces a string-inspired UV cutoff via T-duality, constructing regular, singularity-free wormholes with reduced null energy condition violations using thin shell models.
Findings
Wormholes are regular and free of curvature singularities.
NEC violations are minimized and localized in thin shell constructions.
T-duality induces a natural UV cutoff that regularizes gravitational potentials.
Abstract
The intrinsic non-perturbative features of string-theoretic corrections, particularly those arising from T-duality, have been shown to naturally introduce an effective ultraviolet (UV) cutoff into the gravitational framework. This cutoff, often referred to as the zero-point length in the context of path integral duality, acts as a fundamental minimal length scale that regulates short-distance divergences. Using the established correspondence between T-duality and path integral duality, it has been shown that the static Newtonian potential becomes regularized at small distances. Building upon this regular behavior, we proceed to construct self-consistent, spherically symmetric, and electrically neutral wormhole solutions, which remain free of curvature singularities and embodies the effects of this duality-induced UV completion. We explore wormhole configurations with the aim of…
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