Open AccessRigorous Proofs For Cone-Beam Reconstruction
Author(s) -
Doris Hinestroza G.,
Carolina Mejía,
Lucun Guo,
Diego A. Murio
Publication year - 2011
Publication title -
revista de ciencias (on line)/revista de ciencias
Language(s) - English
Resource type - Journals
eISSN - 2248-4000
pISSN - 0121-1935
DOI - 10.25100/rc.v8i0.616
Subject(s) - mathematical proof , inversion (geology) , iterative reconstruction , tomographic reconstruction , contrast (vision) , cone (formal languages) , algorithm , mathematics , high contrast , tomography , beam (structure) , computer science , optics , calculus (dental) , geometry , physics , computer vision , geology , medicine , paleontology , dentistry , structural basin
Cone beam reconstruction is a three-dimensional tomographic reconstruction technique with the potential capability of producing images with temporal contrast, and three-dimensional spatial resolution.In this paper we present a rigorous proof of the novel three-dimensional inversion formula developed by B. Smith and derive strict tipper bound« for the error