activity
20032009
most citedNon-gaussianity of inflationary field perturbations from the field equation

71 citations · 295 across the 7 of their papers we have counts for

collaborators

11 papers

astro-ph.CO200936 cited

Non-Gaussianity as a Probe of the Physics of the Primordial Universe and the Astrophysics of the Low Redshift Universe

E. Komatsu, N. Afshordi, N. Bartolo +58

A new and powerful probe of the origin and evolution of structures in the Universe has emerged and been actively developed over the last decade. In the coming decade, non-Gaussiani…

astro-ph200815 cited

Magnetogenesis and the primordial non-gaussianity

David Seery

The primordial density fluctuation inevitably couples to all forms of matter via loop corrections and depends on the ambient conditions while inflation was ongoing. This gives us a…

astro-ph200871 cited

Non-gaussianity of inflationary field perturbations from the field equation

David Seery, Karim A. Malik, David H. Lyth

We calculate the tree-level bispectrum of the inflaton field perturbation directly from the field equations, and construct the corresponding f_NL parameter. Our results agree with…

astro-ph20078 cited

Different approaches to the second order Klein-Gordon equation

Karim A. Malik, David Seery, Kishore N. Ananda

We derive the Klein--Gordon equation for a single scalar field coupled to gravity at second order in perturbation theory and leading order in slow-roll. This is done in two ways: w…

astro-ph200656 cited

Primordial Non-Gaussianity and Gravitational Waves: Observational Tests of Brane Inflation in String Theory

James E. Lidsey, David Seery

We study brane inflation scenarios in a warped throat geometry and show that there exists a consistency condition between the non-Gaussianity of the curvature perturbation and the…

astro-ph200651 cited

Classicality of the primordial perturbations

David H. Lyth, David Seery

We show that during inflation, a quantum fluctuation becomes classical at all orders if it becomes classical at first order. Implications are discussed.