Closed Timelike Curves and "Effective" Superluminal Travel with Naked Line Singularities
Caroline Mallary, Gaurav Khanna, Richard Price

TL;DR
This paper explores how naked line singularities, called 'wires', can enable effective superluminal travel and create closed timelike curves without violating the Weak Energy Condition, challenging common assumptions about causality and energy conditions.
Contribution
It demonstrates that superluminal travel and CTCs can occur in spacetimes that preserve the Weak Energy Condition, using models with naked line singularities called 'wires'.
Findings
Wires can enable effective superluminal travel without WEC violation.
CTCs can form in spacetimes with moving wires, avoiding singularities.
WEC alone does not prevent superluminal travel or causality violations.
Abstract
We examine closed timelike curves (CTCs) and "effective" superluminal travel in a spacetime containing naked line singularities, which we call "wires". Each wire may be straight-line singularity or a ring singularity. The Weak Energy Condition (WEC) is preserved in all well-defined regions of the spacetime. (The singularities themselves are not well-defined, so the WEC is undefined there, but it is never explicitly violated.) Parallel to the wire, "effective" superluminal travel is possible, in that the wire may be used as a shortcut between distant regions of spacetime. Our purpose in presenting the superluminal aspects of the wire is to dispel the commonly held view that explicit WEC violation is necessary for effective superluminal travel, whereas in truth the strictures against superluminal travel are more complicated. We also demonstrate how the existence of such "wires" could…
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