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- W124564429 abstract "We study finite volume effects on the count probability distribution function P N (l) and the averaged Q-body correlations ξ Q (2 ≤ Q ≤ 5). These statistics are computed for cubic cells, of size l. We use as an example the case of the matter distribution of a CDM universe involving ∼ 3.10 5 particles. The main effect of the finiteness of the sampled volume is to induce an abrupt cut-off on the function P N (l) at large N. This clear signature makes an analysis of the consequences easy, and one can envisage a correction procedure. As a matter of fact, we demonstrate how an unfair sample can strongly affect the estimates of the functions ξ Q for Q ≥ 3 (and decrease the measured zero of the two-body correlation function). We propose a method to correct for this artefact, or at least to evaluate the corresponding errors" @default.
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- W124564429 date "1994-01-01" @default.
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- W124564429 title "Large scale structure statistics: Finite volume effects" @default.
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