2007
DOI: 10.1088/1126-6708/2007/10/054
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Inflection point inflation and time dependent potentials in string theory

Abstract: We consider models of inflection point inflation. The main drawback of such models is that they suffer from the overshoot problem. Namely the initial condition should be fine tuned to be near the inflection point for the universe to inflate. We show that stringy realizations of inflection point inflation are common and offer a natural resolution to the overshoot problem.

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Cited by 43 publications
(73 citation statements)
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“…Negative spatial curvature resulting from tunneling entirely removes overshooting in certain classes of potential, and reduces its severity in general [661,662]. Finally, it was argued in [663] that the overshooting of an inflection point is ameliorated by particle production near points in field space where new species become light [664][665][666][667].…”
Section: Fine-tuningmentioning
confidence: 99%
“…Negative spatial curvature resulting from tunneling entirely removes overshooting in certain classes of potential, and reduces its severity in general [661,662]. Finally, it was argued in [663] that the overshooting of an inflection point is ameliorated by particle production near points in field space where new species become light [664][665][666][667].…”
Section: Fine-tuningmentioning
confidence: 99%
“…Though the parameters of the potential that we work with are different from the MSSM case, we nevertheless believe that it may be possible to realize the potential (1) in theories beyond the standard model, such as, for instance, string theory (in this context, see, for example, Refs. [59,60]). For example, it is known that the existence of a number of string axion fields can give rise to the following potential describing multi-field chaotic inflation [61]:…”
Section: The Inflaton Potential and The Background Dynamicsmentioning
confidence: 99%
“…Given that V changes as the inflaton rolls away from the maximum, this scenario requires some tuning, and simple implementations of this idea (for example, in Higgs-like inflation, where the field begins near a local maximum of the potential) still result in values of r 0.01. Alternatively, a low value of r can be generated by inflection-point inflation (Itzhaki & Kovetz 2007), wherein the inflaton happens to occupy a point in a potential where both V and V are very small.…”
Section: A Worked Example: Power-law Potentialsmentioning
confidence: 99%