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The Existence of Invariant Subspaces for Some Weighted Composition Operators
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作者 李觉先 孙善利 《Northeastern Mathematical Journal》 CSCD 2001年第3期257-260,共4页
关键词 weighted composition operator invariant subspace essentially invertible transformation
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Making True Amplitude Angle Domain Common Image Gathers Using Invertible Radon Transform
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作者 Hongwei Liu Yi Luo 《Communications in Computational Physics》 SCIE 2020年第6期128-140,共13页
Converting subsurface offset domain common image gathers(ODCIGs)to angle domain common image gathers(ADCIGs)through a Radon Transform(RT)in either the spatial or wavenumber domain is efficient and valid except for the... Converting subsurface offset domain common image gathers(ODCIGs)to angle domain common image gathers(ADCIGs)through a Radon Transform(RT)in either the spatial or wavenumber domain is efficient and valid except for the distortion of both frequency spectrum and amplitude versus angle(AVA)effect.This paper presents two modifications to the existing method to keep the frequency spectrum of the resultant ADCIGs the same as the input data and to preserve the relative amplitudes.The spectrum invariance is achieved by replacing the conventional RT or slant slack by an invertible RT.Amplitude preservation is obtained by applying an amplitude correction factor in the angle domain.Tests on both synthetic and field datasets validate the accuracy of these modifications. 展开更多
关键词 True amplitude ADCIG reverse time migration invertible Radon transform
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