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Tom.Reding (talk | contribs) m Fix Category:Pages using citations with accessdate and no URL when perm identifier present (doi|bibcode|arxiv|pmid|jstor|isbn|issn|lccn|oclc|ismn|hdl) (rem access-date) using AWB |
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{{Notability|date=July 2015}}
The '''Rybicki–Press algorithm''' is a fast direct algorithm for inverting a matrix, whose entries are given by <math>A(i,j) = \exp(-a \vert t_i - t_j \vert)</math>, where <math>a \in \mathbb{R}</math>.<ref>{{citation
|last1 = Rybicki|first1 = George B.|last2 = Press|first2 = William H.|arxiv = comp-gas/9405004|doi = 10.1103/PhysRevLett.74.1060|journal = Physical Review Letters|page = 1060|title = Class of fast methods for processing Irregularly sampled or otherwise inhomogeneous one-dimensional data|volume = 74|year = 1995|bibcode = 1995PhRvL..74.1060R }} {{Open access}}</ref> It is a computational optimization of a general set of statistical methods developed to determine whether two noisy, irregularly sampled data sets are, in fact, dimensionally shifted representations of the same underlying function.<ref>{{Cite journal|url = |title = Interpolation, realization, and reconstruction of noisy, irregularly sampled data|last = Rybicki|first = George B.|date = October 1992|journal = The Astrophysical Journal|doi = 10.1086/171845|pmid =
==References==
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