A Geodesically Complete Universe
ORAL · Invited
Abstract
I will discuss eternal inflation and the key role that inflation plays in resolving cosmological singularities. I will describe how proposed no-go theorems, such as the famous theorem of Borde, Guth and Vilenkin (BGV) are circumvented or obviated. Our exploration encompasses eternal inflating, loitering, and bouncing models, shedding light on the critical aspects that underpin geodesic completeness and the constraints energy conditions in General Relativity impose on such spacetimes. Ignoring the intractable subtleties introduced by quantum considerations, such as rare tunneling events and Boltzmann brains, we will argue that the universe need not have a beginning or an end.
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Publication: Eternal Universes
Damien A. Easson, Joseph E. Lesnefsky
e-Print: 2404.03016 [hep-th]
Inflationary resolution of the initial singularity
Damien A. Easson, Joseph E. Lesnefsky
e-Print: 2402.13031 [hep-th]
Past-completeness of inflationary spacetimes
J.E. Lesnefsky (Arizona State U.), D.A. Easson (Arizona State U.), P.C.W. Davies (Arizona State U., Tempe and Arizona State U.)
e-Print: 2207.00955 [gr-qc]
DOI: 10.1103/PhysRevD.107.044024 (publication)
Published in: Phys.Rev.D 107 (2023) 4, 044024
Presenters
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Damien Easson
Arizona State University
Authors
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Damien Easson
Arizona State University
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Damien A Easson
Arizona State University