Matches in SemOpenAlex for { <https://semopenalex.org/work/W2613322425> ?p ?o ?g. }
- W2613322425 endingPage "590" @default.
- W2613322425 startingPage "577" @default.
- W2613322425 abstract "We investigate the three-point correlation function (3PCF) in the squeezed limit by considering galaxy pairs as discrete objects and cross-correlating them with the galaxy field. We develop an efficient algorithm using fast Fourier transforms to compute such cross-correlations and their associated pair-galaxy bias bp, g and the squeezed 3PCF coefficient Qeff. We implement our method using N-body cosmological simulations and a fiducial halo occupation distribution (HOD) and present the results in both the real space and redshift space. In real space, we observe a peak in bp, g and Qeff at pair separation of ∼2 Mpc, attributed to the fact that galaxy pairs at 2 Mpc separation trace the most massive dark matter haloes. We also see strong anisotropy in the bp, g and Qeff signals that track the large-scale filamentary structure. In redshift space, both the 2 Mpc peak and the anisotropy are significantly smeared out along the line of sight due to finger-of-God effect. In both the real space and redshift space, the squeezed 3PCF shows a factor of 2 variation, contradicting the hierarchical ansatz, but offering rich information on the galaxy-halo connection. Thus, we explore the possibility of using the squeezed 3PCF to constrain the HOD. When we compare two simple HOD models that are closely matched in their projected two-point correlation function (2PCF), we do not yet see a strong variation in the 3PCF that is clearly disentangled from variations in the projected 2PCF. Nevertheless, we propose that more complicated HOD models, e.g. those incorporating assembly bias, can break degeneracies in the 2PCF and show a distinguishable squeezed 3PCF signal." @default.
- W2613322425 created "2017-05-19" @default.
- W2613322425 creator A5012547059 @default.
- W2613322425 creator A5063809341 @default.
- W2613322425 creator A5084455874 @default.
- W2613322425 date "2017-08-11" @default.
- W2613322425 modified "2023-10-16" @default.
- W2613322425 title "Using galaxy pairs to investigate the three-point correlation function in the squeezed limit" @default.
- W2613322425 cites W1796381905 @default.
- W2613322425 cites W1883422126 @default.
- W2613322425 cites W1890585118 @default.
- W2613322425 cites W1965242038 @default.
- W2613322425 cites W1965779302 @default.
- W2613322425 cites W1967936658 @default.
- W2613322425 cites W1977102999 @default.
- W2613322425 cites W1977410985 @default.
- W2613322425 cites W1977488561 @default.
- W2613322425 cites W1982576080 @default.
- W2613322425 cites W1994813563 @default.
- W2613322425 cites W1998483963 @default.
- W2613322425 cites W2000310419 @default.
- W2613322425 cites W2005136695 @default.
- W2613322425 cites W2006339241 @default.
- W2613322425 cites W2018719255 @default.
- W2613322425 cites W2023351067 @default.
- W2613322425 cites W2030392256 @default.
- W2613322425 cites W2032469582 @default.
- W2613322425 cites W2033070170 @default.
- W2613322425 cites W2035216527 @default.
- W2613322425 cites W2037683892 @default.
- W2613322425 cites W2041006573 @default.
- W2613322425 cites W2042707894 @default.
- W2613322425 cites W2044946941 @default.
- W2613322425 cites W2058685713 @default.
- W2613322425 cites W2058730141 @default.
- W2613322425 cites W2064377583 @default.
- W2613322425 cites W2074690770 @default.
- W2613322425 cites W2081715645 @default.
- W2613322425 cites W2083772309 @default.
- W2613322425 cites W2084287642 @default.
- W2613322425 cites W2086529083 @default.
- W2613322425 cites W2089729354 @default.
- W2613322425 cites W2094278902 @default.
- W2613322425 cites W2102600871 @default.
- W2613322425 cites W2103809124 @default.
- W2613322425 cites W2105453249 @default.
- W2613322425 cites W2110653093 @default.
- W2613322425 cites W2110924247 @default.
- W2613322425 cites W2114013702 @default.
- W2613322425 cites W2114163622 @default.
- W2613322425 cites W2128759530 @default.
- W2613322425 cites W2130563989 @default.
- W2613322425 cites W2130990011 @default.
- W2613322425 cites W2141742724 @default.
- W2613322425 cites W2147981121 @default.
- W2613322425 cites W2150331774 @default.
- W2613322425 cites W2150763474 @default.
- W2613322425 cites W2151806748 @default.
- W2613322425 cites W2153156829 @default.
- W2613322425 cites W2157544440 @default.
- W2613322425 cites W2157917411 @default.
- W2613322425 cites W2161342807 @default.
- W2613322425 cites W2162446715 @default.
- W2613322425 cites W2167450417 @default.
- W2613322425 cites W2193432253 @default.
- W2613322425 cites W2258945625 @default.
- W2613322425 cites W2285831722 @default.
- W2613322425 cites W2306649002 @default.
- W2613322425 cites W2370120459 @default.
- W2613322425 cites W2501306320 @default.
- W2613322425 cites W3098844796 @default.
- W2613322425 cites W3099582894 @default.
- W2613322425 cites W3099960448 @default.
- W2613322425 cites W3100110286 @default.
- W2613322425 cites W3100140278 @default.
- W2613322425 cites W3100897521 @default.
- W2613322425 cites W3101322034 @default.
- W2613322425 cites W3101369122 @default.
- W2613322425 cites W3102003231 @default.
- W2613322425 cites W3102031721 @default.
- W2613322425 cites W3102096945 @default.
- W2613322425 cites W3103395327 @default.
- W2613322425 cites W3103838041 @default.
- W2613322425 cites W3103877238 @default.
- W2613322425 cites W3103910218 @default.
- W2613322425 cites W3104080146 @default.
- W2613322425 cites W3104214663 @default.
- W2613322425 cites W3104319782 @default.
- W2613322425 cites W3104639138 @default.
- W2613322425 cites W3105014804 @default.
- W2613322425 cites W3105465984 @default.
- W2613322425 cites W3105554724 @default.
- W2613322425 cites W3105863278 @default.
- W2613322425 cites W3106072945 @default.
- W2613322425 cites W3106449272 @default.
- W2613322425 cites W3122357896 @default.
- W2613322425 cites W3122926101 @default.
- W2613322425 cites W3125341864 @default.