Abstract
Measurements of the post-reionization 21-cm bispectrum $B_\rm
HI(k_1,k_2,k_3)$ using various upcoming intensity
mapping experiments hold the potential for determining the cosmological
parameters at a high level of precision. In this paper we have estimated the
21-cm bispectrum in the $z$ range $1 z 6$ using semi-numerical
simulations of the neutral hydrogen ($HI$) distribution. We determine the
$k$ and $z$ range where the 21-cm bispectrum can be adequately modelled using
the predictions of second order perturbation theory, and we use this to predict
the redshift evolution of the linear and quadratic $HI$ bias parameters
$b_1$ and $b_2$ respectively. The $b_1$ values are found to decreases nearly
linearly with decreasing $z$, and are in good agreement with earlier
predictions obtained by modelling the 21-cm power spectrum $P_HI(k)$.
The $b_2$ values fall sharply with decreasing $z$, becomes zero at $z 3$
and attains a nearly constant value $b_2 - 0.36$ at $z<2$. We provide
polynomial fitting formulas for $b_1$ and $b_2$ as functions of $z$. The
modelling presented here is expected to be useful in future efforts to
determine cosmological parameters and constrain primordial non-Gaussianity
using the 21-cm bispectrum.
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