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2012

Fast Computation of First-Order Feature-Bispectrum Corrections

Adshead, Peter, Hu, Wayne

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Features in the inflaton potential that are traversed in much less than an e-fold of the expansion can produce observably large non-Gaussianity.

In these models first order corrections to the curvature mode function evolution induce effects at second order in the slow roll parameters that are generically greater than ~ 10% and can reach order unity for order unity power spectrum features.
From a complete first order expression in generalized slow-roll, we devise a computationally efficient method that is as simple to evaluate as the leading order one and implements consistency relations in a controlled fashion.
This expression matches direct numerical computation for step potential models of the dominant bispectrum configurations to better than 1% when features are small and 10% when features are order unity.

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