Invariant differential operators and the range of the matrix Radon transform

Gonzalez FB; Kakehi T

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Invariant differential operators and the range of the matrix Radon transform

机译：不变微分算子和矩阵Radon变换的范围

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In this paper we characterize the range of the matrix Radon transform by invariant differential operators. This generalizes analogous results for the d-plane transform in R-n. (C) 2006 Elsevier Inc. All rights reserved.

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《Journal of Functional Analysis》 |2006年第1期|共36页
作者
Gonzalez FB; Kakehi T;
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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
matrix radon transform; invariant differential operators;

机译：矩阵ra变换;不变微分算子;

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专利

1. Invariant differential operators and the range of the matrix Radon transform [J] . Gonzalez FB, Kakehi T Journal of Functional Analysis . 2006,第1期

机译：不变微分算子和矩阵Radon变换的范围
2. The method of approximate inverse for the Radon transform operator acting on functions and for the normal Radon transform operators acting on vector and symmetric 2-tensor fields in R 3 [J] . Svetov I. E. Sibirskie elektronnye matematicheskie izvestiia: Siberian Electronic Mathematical Reports . 2020,第36期

机译：氡变换运算符对功能作用的近似逆转录函数的近似逆转录算子作用于r 3中的载体和对称2 - 张量场的常规氡变换算子
3. Histogram of Radon transform with angle correlation matrix for distortion invariant shape descriptor [J] . Hasegawa Makoto, Tabbone Salvatore Neurocomputing . 2016,第JANa15PTa1期

机译：带角度相关矩阵的Radon变换直方图用于变形不变形状描述符
4. Affine Invariant Shape Matching using Histogram of Radon Transform and Angle Correlation Matrix [C] . Makoto Hasegawa, Salvatore Tabbone International Conference on Pattern Recognition Applications and Methods . 2014

机译：使用氡变换和角度相关矩阵的直方图仿射不变的形状匹配
5. Range characterization of Radon transforms and ultrahyperbolic type of differential operators [D] . Kakehi, Tomoyuki 1993

机译：Radon变换的范围表征和超双曲型微分算子
6. On conformally invariant differential operators in odd dimensions [O] . Spyros Alexakis 2003

机译：关于奇维上的保形不变微分算子
7. Invariant differential operators and the range of the matrix Radon transform [O] . Gonzalez Fulton B., Kakehi Tomoyuki 2006

机译：不变微分算子和矩阵Radon变换的范围

Invariant differential operators and the range of the matrix Radon transform

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