Resilience of long modes in cosmological observables
arXiv:2007.08877 · doi:10.1088/1475-7516/2021/01/062
Abstract
By a careful implementation of gauge transformations involving long-wavelength modes, we show that a variety of effects involving squeezed bispectrum configurations, for which one Fourier mode is much shorter than the other two, cannot be gauged away, except for the unphysical exactly infinite-wavelength () limit. Our result applies, in particular, to the Maldacena consistency relation for single-field inflation, yielding a local non-Gaussianity strength (with the primordial spectral index of scalar perturbations), and to the term, appearing in the dark matter bispectrum and in the halo bias, as a consequence of the general relativistic non-linear evolution of matter perturbations. Such effects are therefore physical and observable in principle by future high-sensitivity experiments.
19 pages, no figures. LaTex. Version accepted for publication in JCAP, minor changes
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