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X-ray transform

In mathematics, the X-ray transform (also called ray transform or John transform) is an integral transform introduced by Fritz John in 1938 that is one of the cornerstones of modern integral geometry. It is very closely related to the Radon transform, and coincides with it in two dimensions. In higher dimensions, the X-ray transform of a function is…

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X-ray transform

Nodes20
Edges19
Triples25
Avg. degree1.9
Density0.1
Components1

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X-ray transform

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related to References · 25
X-ray transform → American Mathematical Society, Berenstein, Birkhauser, Boston, Carlos, EMS Press, Encyclopedia, Gelfand, Geometric, Gindikin, Graev, ISBN, Mathematical Monographs, Mathematical Surveys, Mathematics, Monographs, MR, PDF, Progress, Providence

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transform x-ray function integral radon lines mathematics called one dimensions defined attenuation data density euclidean line mathematical geometry gelfand gindikin

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SubjectPredicateObjectConfidenceSrc
X-ray transformrelated to ReferencesBerenstein0.60section
X-ray transformrelated to ReferencesCarlos0.60section
X-ray transformrelated to ReferencesX-ray0.60section
X-ray transformrelated to ReferencesEncyclopedia0.60section
X-ray transformrelated to ReferencesMathematics0.60section
X-ray transformrelated to ReferencesEMS Press0.60section
X-ray transformrelated to ReferencesGelfand0.60section
X-ray transformrelated to ReferencesGindikin0.60section
X-ray transformrelated to ReferencesGraev0.60section
X-ray transformrelated to ReferencesSelected0.60section
X-ray transformrelated to ReferencesTranslations0.60section
X-ray transformrelated to ReferencesMathematical Monographs0.60section

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