Abstract
We study the spherically averaged bispectrum of the 21-cm signal from the
Epoch of Reionization (EoR). This metric provides a quantitative measurement of
the level of non-Gaussianity of the signal which is expected to be high. We
focus on the impact of the light-cone effect on the bispectrum and its
detectability with the future SKA-Low telescope. Our investigation is based on
semi-numerical light-cone simulation and an ensemble of 50 independent
realisations of the 21-cm signal to estimate the cosmic variance errors. We
calculate the bispectrum with a new, optimised direct estimation method,
DviSukta which calculates the bispectrum for all possible unique triangles. We
find that the light-cone effect becomes important on scales $k_1 łesssim
0.1\,Mpc^-1$ where for most triangle shapes the cosmic variance errors
dominate. Only for the squeezed limit triangles, the impact of the light-cone
effect exceeds the cosmic variance. Combining the effects of system noise and
cosmic variance we find that $3\sigma$ detection of the bispectrum is
possible for all unique triangle shapes around a scale of $k_1 0.2\,\rm
Mpc^-1$, and cosmic variance errors dominate above and noise errors below
this length scale. Only the squeezed limit triangles are able to achieve a more
than $5\sigma$ significance over a wide range of scales, $k_1 łesssim
0.8\,Mpc^-1$. Our results suggest that among all the possible triangle
combinations for the bispectrum, the squeezed limit one will be the most
measurable and hence useful.
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