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A wormhole is a hypothetical structure which connects disparate points in spacetime. It may be visualized as a tunnel with two ends at separate points in spacetime (i.e., different locations, different points in time, or both). Wormholes are based on a special solution of the Einstein field equations. [1]
In wormhole theory, a non-orientable wormhole is a wormhole connection that appears to reverse the chirality of anything passed through it. It is related to the "twisted" connections normally used to construct a Möbius strip or Klein bottle .
A wormhole is a postulated method, within the general theory of relativity, of moving from one point in space to another without crossing the space between. [1] [2] ...
A wormhole is a hypothetical topological feature of spacetime. Wormhole may also refer to: Bajoran wormhole, a wormhole located near the planet Bajor in the fictional Star Trek universe; Wormholes: Essays and Occasional Writings, a book containing writings from four decades by the English author John Fowles
In general relativity, a Roman ring (proposed by Matt Visser in 1997 [1] and named after the Roman arch, a concept proposed by Mike Morris and Kip Thorne in 1988 and named after physicist Tom Roman) [2] is a configuration of wormholes where no subset of wormholes is near to chronology violation, though the combined system can be arbitrarily close to chronology violation.
Wiki Wormhole: Quench a thirst for knowledge with a page all about cola: 2013-08-18 12 List of theological demons: Wiki Wormhole: Let Wikipedia help you wrestle with demons, personal and otherwise: 2013-08-25 13 Discontinued merit badges: Wiki Wormhole: Break out the s'mores, sit around the campfire, and read about discontinued merit badges ...
Pages in category "Wormhole theory" The following 11 pages are in this category, out of 11 total. ... This page was last edited on 2 August 2022, at 15:32 (UTC).
The Ellis drainhole is the earliest-known complete mathematical model of a traversable wormhole.It is a static, spherically symmetric solution of the Einstein vacuum field equations augmented by inclusion of a scalar field minimally coupled to the geometry of space-time with coupling polarity opposite to the orthodox polarity (negative instead of positive):