Matches in SemOpenAlex for { <https://semopenalex.org/work/W3034604883> ?p ?o ?g. }
- W3034604883 endingPage "4955" @default.
- W3034604883 startingPage "4937" @default.
- W3034604883 abstract "ABSTRACT We present a same-level comparison of the most prominent inversion methods for the reconstruction of the matter density field in the quasi-linear regime from the Ly α forest flux. Moreover, we present a pathway for refining the reconstruction in the framework of numerical optimization. We apply this approach to construct a novel hybrid method. The methods which are used so far for matter reconstructions are the Richardson–Lucy algorithm, an iterative Gauss–Newton method and a statistical approach assuming a one-to-one correspondence between matter and flux. We study these methods for high spectral resolutions such that thermal broadening becomes relevant. The inversion methods are compared on synthetic data (generated with the lognormal approach) with respect to their performance, accuracy, their stability against noise, and their robustness against systematic uncertainties. We conclude that the iterative Gauss–Newton method offers the most accurate reconstruction, in particular at small S/N, but has also the largest numerical complexity and requires the strongest assumptions. The other two algorithms are faster, comparably precise at small noise-levels, and, in the case of the statistical approach, more robust against inaccurate assumptions on the thermal history of the intergalactic medium (IGM). We use these results to refine the statistical approach using regularization. Our new approach has low numerical complexity and makes few assumptions about the history of the IGM, and is shown to be the most accurate reconstruction at small S/N, even if the thermal history of the IGM is not known. Our code will be made publicly available." @default.
- W3034604883 created "2020-06-19" @default.
- W3034604883 creator A5037478490 @default.
- W3034604883 creator A5067398124 @default.
- W3034604883 creator A5074545413 @default.
- W3034604883 date "2020-08-06" @default.
- W3034604883 modified "2023-10-16" @default.
- W3034604883 title "An optimized Ly α forest inversion tool based on a quantitative comparison of existing reconstruction methods" @default.
- W3034604883 cites W1482228350 @default.
- W3034604883 cites W1487093425 @default.
- W3034604883 cites W1584288566 @default.
- W3034604883 cites W1607535394 @default.
- W3034604883 cites W1832123905 @default.
- W3034604883 cites W1848956043 @default.
- W3034604883 cites W1876754040 @default.
- W3034604883 cites W1921567268 @default.
- W3034604883 cites W1965537735 @default.
- W3034604883 cites W1971363306 @default.
- W3034604883 cites W1984797436 @default.
- W3034604883 cites W1993283828 @default.
- W3034604883 cites W1993334358 @default.
- W3034604883 cites W1996693375 @default.
- W3034604883 cites W2003311684 @default.
- W3034604883 cites W2007325434 @default.
- W3034604883 cites W2008441954 @default.
- W3034604883 cites W2009153931 @default.
- W3034604883 cites W2012185970 @default.
- W3034604883 cites W2014559378 @default.
- W3034604883 cites W2015787231 @default.
- W3034604883 cites W2015906168 @default.
- W3034604883 cites W2015920480 @default.
- W3034604883 cites W2021494017 @default.
- W3034604883 cites W2023106187 @default.
- W3034604883 cites W2023122552 @default.
- W3034604883 cites W2023873184 @default.
- W3034604883 cites W2026150343 @default.
- W3034604883 cites W2027643543 @default.
- W3034604883 cites W2035541613 @default.
- W3034604883 cites W2035877537 @default.
- W3034604883 cites W2054851301 @default.
- W3034604883 cites W2059695373 @default.
- W3034604883 cites W2064600155 @default.
- W3034604883 cites W2069624343 @default.
- W3034604883 cites W2069944955 @default.
- W3034604883 cites W2071602204 @default.
- W3034604883 cites W2072090418 @default.
- W3034604883 cites W2085200819 @default.
- W3034604883 cites W2088909704 @default.
- W3034604883 cites W2092618688 @default.
- W3034604883 cites W2102600871 @default.
- W3034604883 cites W2107605639 @default.
- W3034604883 cites W2112009428 @default.
- W3034604883 cites W2122760489 @default.
- W3034604883 cites W2141052513 @default.
- W3034604883 cites W2142686911 @default.
- W3034604883 cites W2146598152 @default.
- W3034604883 cites W2150480596 @default.
- W3034604883 cites W2157917411 @default.
- W3034604883 cites W2158528198 @default.
- W3034604883 cites W2166764823 @default.
- W3034604883 cites W2170689655 @default.
- W3034604883 cites W2244469751 @default.
- W3034604883 cites W2258872687 @default.
- W3034604883 cites W2258895601 @default.
- W3034604883 cites W2263412961 @default.
- W3034604883 cites W2556934993 @default.
- W3034604883 cites W2593224863 @default.
- W3034604883 cites W2593774047 @default.
- W3034604883 cites W2761954761 @default.
- W3034604883 cites W2888143963 @default.
- W3034604883 cites W2890415757 @default.
- W3034604883 cites W2897959780 @default.
- W3034604883 cites W2950103104 @default.
- W3034604883 cites W2953285977 @default.
- W3034604883 cites W2987200871 @default.
- W3034604883 cites W2999882533 @default.
- W3034604883 cites W3098408485 @default.
- W3034604883 cites W3098409405 @default.
- W3034604883 cites W3100986592 @default.
- W3034604883 cites W3101354348 @default.
- W3034604883 cites W3101667439 @default.
- W3034604883 cites W3101920948 @default.
- W3034604883 cites W3102023955 @default.
- W3034604883 cites W3102593823 @default.
- W3034604883 cites W3102796315 @default.
- W3034604883 cites W3103289491 @default.
- W3034604883 cites W3103714828 @default.
- W3034604883 cites W3104430781 @default.
- W3034604883 cites W3104608022 @default.
- W3034604883 cites W3104626501 @default.
- W3034604883 cites W3105729260 @default.
- W3034604883 cites W3121768275 @default.
- W3034604883 cites W3122921871 @default.
- W3034604883 cites W3125212663 @default.
- W3034604883 cites W335285985 @default.
- W3034604883 cites W4234325207 @default.
- W3034604883 cites W4292414053 @default.
- W3034604883 cites W4292875581 @default.