2002
DOI: 10.4324/9780203193877
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The Routledge Companion to Russian Literature

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Cited by 31 publications
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“…In order to exploit the reduction in computational complexity offered by the 2D FFT, the visibility distribution can be converted into a set of approximately equivalent 2D forms (Cornwell et al 2008;Offringa et al 2014) and the celestial sky can be faceted into a set of 2D planes (Cornwell 1988). For very long baselines and for very wide FoVs, the computational and the storage costs for these methods can become high compared to the alternative, namely using the direct Fourier transform (FT) to compute the brightness map on the curved surface of the celestial sphere directly from the sampled visibility distribution.…”
Section: Introductionmentioning
confidence: 99%
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“…In order to exploit the reduction in computational complexity offered by the 2D FFT, the visibility distribution can be converted into a set of approximately equivalent 2D forms (Cornwell et al 2008;Offringa et al 2014) and the celestial sky can be faceted into a set of 2D planes (Cornwell 1988). For very long baselines and for very wide FoVs, the computational and the storage costs for these methods can become high compared to the alternative, namely using the direct Fourier transform (FT) to compute the brightness map on the curved surface of the celestial sphere directly from the sampled visibility distribution.…”
Section: Introductionmentioning
confidence: 99%
“…Instead, this paper is dedicated to a series of case studies developed to highlight the advantages of making use of this approach for these types of cases, and this is the main contribution of this paper. The examples compare the computational and storage costs of this method with two methods based on the 2D representation of the interferometric transform: w-projection (Cornwell et al 2008) and wstacking (Offringa et al 2014), with both 2D approaches utilising faceting (Cornwell 1988), if necessary. It will be shown that A&A 603, A40 (2017) under certain conditions, the cost of the 3D approach is equivalent to, or in some cases better than that of these 2D approaches.…”
Section: Introductionmentioning
confidence: 99%