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 Minimization of a Mumford-Shah Model for X-ray Tomography. by using shape sensitivity analysis and Newton-type Algorithm
Наименование:

Minimization of a Mumford-Shah Model for X-ray Tomography. by using shape sensitivity analysis and Newton-type Algorithm

автор Muhammad A. издательство Книга по Требованию Математический анализ. Кратные и криволинейные интегралы. Задачи, решения
Cтраниц 168        мягкая обложка       
Аннотация:We have focused on the problem of simultaneously inverting the Radon transform and segmenting the density distribution into homogeneous regions directly from the sinogram data i. e. from the attenuation data of X-rays passing through the body. The novel contribution of this work is the use of second order shape sensitivity analysis to construct a Newton-type descend direction for the solution of the resulting shape optimization problem. We have used modified Mumford-Shah model for piecewise constant densities. The segmenting curves are described by a suitable level-set function and the problem of optimal adjustment of the curves to the actual contours of objects in the density distribution is achieved combining shape sensitivity techniques with level-set based transport of geometrical objects. In this work we tread upon the classical two-dimensional X-ray tomography problem modeled by the Radon transform. To construct an algorithm which performs the reconstruction and segmentation simultaneously from the measured data was the prime motivation of this work.
Автор: Muhammad A.
Издательство: Книга по Требованию
Год:2010
Цена:
2783 руб
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Поиск: Minimization of a Mumford-Shah Model for X-ray Tomography. by using shape sensitivity analysis and Newton-type Algorithm
НОВЫЙ ГОД СИМВОЛ 2013 ГОДАУКРАШЕНИЯ
КАРНАВАЛ НА НОВЫЙ ГОД РАСПРОДАЖА
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