1998
DOI: 10.1103/physrevd.57.7186
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Topological inflation with multiple winding

Abstract: We analyze the core dynamics of critically coupled, superheavy gauge vortices in the (2+1) dimensional Einstein-Abelian Higgs system. By numerically solving the Einstein and field equations for various values of the symmetry breaking scale, we identify the regime in which static solutions cease to exist and topological inflation begins. We explicitly include the topological winding of the vortices into the calculation and extract the dependence on the winding of the critical scale separating the static and inf… Show more

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Cited by 21 publications
(17 citation statements)
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“…Solutions of a super-massive Abelian-Higgs vortex have been previously found numerically [23,24]. The metric was shown to be regular and time-dependent, essentially because topological-inflation sets in.…”
Section: Super-critical Walls and Screening Of The 5d Tensionmentioning
confidence: 97%
See 1 more Smart Citation
“…Solutions of a super-massive Abelian-Higgs vortex have been previously found numerically [23,24]. The metric was shown to be regular and time-dependent, essentially because topological-inflation sets in.…”
Section: Super-critical Walls and Screening Of The 5d Tensionmentioning
confidence: 97%
“…Rather, it is like a strip of a codimension-1 object of a finite extent, which, seen from afar appears as codimension-2. Thus, the problem under consideration is slightly different from that of [23,24]. The advantage is that we can find the solution analytically, and the detailed structure of the core is not going to be important.…”
Section: Super-critical Walls and Screening Of The 5d Tensionmentioning
confidence: 99%
“…Hence multiple winding cosmic strings will be important. In fact, the line energy density of a multiple winding cosmic string is larger than that of a single winding one while its thickness is almost the same as that of a single winding one [9,11]. The multiple winding cosmic strings in type I model are stable while those of Bogomol'nyi limit or type II models are unstable and will decay into single winding ones.…”
Section: Gravitational Collapse Of Type I Cosmic Stringmentioning
confidence: 99%
“…topological inflation can occur at the GUT scale [15]. The baryon asymmetry problem is one of the most significant problems in modern cosmology and particle physics.…”
Section: Multiple Winding Stringmentioning
confidence: 99%