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- W2022225483 abstract "We locally reconstruct the inflationary potential by using the current constraints on $r$ and $n_{rm s}$ from BICEP2 data. Assuming small and negligible $alpha_{rm s}$, the inflationary potential is approximately linear in $Deltaphisim M_{rm pl}$ range but becomes non-linear in $Deltaphisim 10 M_{rm pl}$ range. However if we vary the value of $alpha_{rm s}$ within the range given by constraints from {it Planck} measurement, the local reconstruction is only valid in the range of $Deltaphisim 0.4 M_{rm pl}$, which challenges the inflationary background from the point of view of effective field theory. We show that, within the range of $Delta phi sim 0.4 M_{rm pl}$, the inflation potential can be precisely reconstructed. With the current reconstruction, we show that $V(phi) sim phi^{2}$ and $phi^{3}$ are consistent, while $phi$ model is ruled out by $95%$ confidence level of the reconstructed range of potential. This sets up a strong limit of large-field inflation models." @default.
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- W2022225483 date "2014-09-24" @default.
- W2022225483 modified "2023-10-05" @default.
- W2022225483 title "Reconstructing the local potential of inflation with BICEP2 data" @default.
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