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- W4311188412 abstract "Abstract We present a new H i mass estimator that relates <?CDATA ${mathrm{log}}_{10}$?> <mml:math xmlns:mml=http://www.w3.org/1998/Math/MathML overflow=scroll> <mml:msub> <mml:mrow> <mml:mi>log</mml:mi> </mml:mrow> <mml:mrow> <mml:mn>10</mml:mn> </mml:mrow> </mml:msub> </mml:math> ( M HI / M * ) to a linear combination of four galaxy properties: stellar surface mass density, color index u − r , stellar mass, and concentration index, with the scatter of individual galaxies around the mean H i mass modeled with a Gaussian distribution function. We calibrate the estimator using the xGASS sample, including both H i detection and nondetection, and constrain the model parameters through Bayesian inferences. Tests with mock catalogs demonstrate that our estimator provides unbiased H i masses for optical samples like SDSS. We apply our estimator to the SDSS spectroscopic sample to estimate the H i mass function (HIMF) of local galaxies, as well as the conditional H i mass function in galaxy groups and the H i –halo mass relation. Our HIMF agrees with the ALFALFA measurements at M HI ≳ 5 × 10 9 M ⊙ , but with higher amplitude and a steeper slope at lower masses. We show that this discrepancy is caused primarily by the cosmic variance, which is corrected for the SDSS sample but not for ALFALFA. The total CHIMFs for all halo masses can be described by a single Schechter function, while those of central galaxies show a double-Gaussian profile. The total H i mass in a group increases monotonically with halo mass, but for central galaxies, the H i mass shows weak dependence on halo mass when M h ≳ 10 12 M ☉ . The observed H i –halo mass relation is not reproduced by current hydrodynamic simulations and semianalytic models of galaxy formation." @default.
- W4311188412 created "2022-12-24" @default.
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- W4311188412 date "2022-12-01" @default.
- W4311188412 modified "2023-10-14" @default.
- W4311188412 title "Conditional H i Mass Functions and the H i-to-halo Mass Relation in the Local Universe" @default.
- W4311188412 cites W1632875404 @default.
- W4311188412 cites W1786379693 @default.
- W4311188412 cites W1819419008 @default.
- W4311188412 cites W1883767967 @default.
- W4311188412 cites W1920975007 @default.
- W4311188412 cites W1922047266 @default.
- W4311188412 cites W1969506103 @default.
- W4311188412 cites W1972155987 @default.
- W4311188412 cites W1981427545 @default.
- W4311188412 cites W1981855749 @default.
- W4311188412 cites W1987522415 @default.
- W4311188412 cites W1988235022 @default.
- W4311188412 cites W1994671833 @default.
- W4311188412 cites W1996537612 @default.
- W4311188412 cites W1999367759 @default.
- W4311188412 cites W2006284873 @default.
- W4311188412 cites W2011301426 @default.
- W4311188412 cites W2023873184 @default.
- W4311188412 cites W2024297548 @default.
- W4311188412 cites W2024691091 @default.
- W4311188412 cites W2024845050 @default.
- W4311188412 cites W2026331555 @default.
- W4311188412 cites W2027874607 @default.
- W4311188412 cites W2028715663 @default.
- W4311188412 cites W2056131195 @default.
- W4311188412 cites W2059407430 @default.
- W4311188412 cites W2064921519 @default.
- W4311188412 cites W2067857092 @default.
- W4311188412 cites W2084775077 @default.
- W4311188412 cites W2085192919 @default.
- W4311188412 cites W2093868759 @default.
- W4311188412 cites W2095358030 @default.
- W4311188412 cites W2098000362 @default.
- W4311188412 cites W2104138988 @default.
- W4311188412 cites W2115659244 @default.
- W4311188412 cites W2116466430 @default.
- W4311188412 cites W2128886718 @default.
- W4311188412 cites W2131572529 @default.
- W4311188412 cites W2135625048 @default.
- W4311188412 cites W2136336431 @default.
- W4311188412 cites W2145353569 @default.
- W4311188412 cites W2147060529 @default.
- W4311188412 cites W2153037851 @default.
- W4311188412 cites W2157593344 @default.
- W4311188412 cites W2157917411 @default.
- W4311188412 cites W2162290847 @default.
- W4311188412 cites W2162578329 @default.
- W4311188412 cites W2165003596 @default.
- W4311188412 cites W2166756424 @default.
- W4311188412 cites W2169549709 @default.
- W4311188412 cites W2173961484 @default.
- W4311188412 cites W2204815181 @default.
- W4311188412 cites W2214095481 @default.
- W4311188412 cites W2223817002 @default.
- W4311188412 cites W2530211828 @default.
- W4311188412 cites W2547347443 @default.
- W4311188412 cites W2623136699 @default.
- W4311188412 cites W2734538553 @default.
- W4311188412 cites W2735189638 @default.
- W4311188412 cites W2735395126 @default.
- W4311188412 cites W2735531560 @default.
- W4311188412 cites W2735710795 @default.
- W4311188412 cites W2738219353 @default.
- W4311188412 cites W2753357599 @default.
- W4311188412 cites W2775286001 @default.
- W4311188412 cites W2783332169 @default.
- W4311188412 cites W2787058268 @default.
- W4311188412 cites W2792591694 @default.
- W4311188412 cites W2798633803 @default.
- W4311188412 cites W2807149963 @default.
- W4311188412 cites W2888920584 @default.
- W4311188412 cites W2898522146 @default.
- W4311188412 cites W2951203087 @default.
- W4311188412 cites W3005920494 @default.
- W4311188412 cites W3014132783 @default.
- W4311188412 cites W3036564624 @default.
- W4311188412 cites W3037525168 @default.
- W4311188412 cites W3098281635 @default.
- W4311188412 cites W3098342940 @default.
- W4311188412 cites W3098629121 @default.
- W4311188412 cites W3098784892 @default.
- W4311188412 cites W3098936587 @default.
- W4311188412 cites W3099346888 @default.
- W4311188412 cites W3099878876 @default.
- W4311188412 cites W3100024326 @default.
- W4311188412 cites W3100559334 @default.
- W4311188412 cites W3101545235 @default.
- W4311188412 cites W3102014803 @default.