Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels

Bibliographic Details
Main Author: Bueno−Orovio A
Format: Journal article
Published: 2006
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author Bueno−Orovio A
author_facet Bueno−Orovio A
author_sort Bueno−Orovio A
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format Journal article
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institution University of Oxford
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spelling oxford-uuid:c2a063d2-c2d0-4570-80a4-10a0fd5c48fc2022-03-27T06:10:17ZFourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernelsJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:c2a063d2-c2d0-4570-80a4-10a0fd5c48fcDepartment of Computer Science2006Bueno−Orovio A
spellingShingle Bueno−Orovio A
Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels
title Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels
title_full Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels
title_fullStr Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels
title_full_unstemmed Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels
title_short Fourier embedded domain methods: Periodic and C∞ extension of a function defined on an irregular region to a rectangle via convolution with Gaussian kernels
title_sort fourier embedded domain methods periodic and c∞ extension of a function defined on an irregular region to a rectangle via convolution with gaussian kernels
work_keys_str_mv AT buenoorovioa fourierembeddeddomainmethodsperiodicandcextensionofafunctiondefinedonanirregularregiontoarectangleviaconvolutionwithgaussiankernels