Titlebook: Computational Radiology and Imaging; Therapy and Diagnost Christoph B?rgers,Frank Natterer Book 1999 Springer-Verlag New York, Inc. 1999 Ap

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Mathematical Aspects of Radiation Therapy Treatment Planning: Continuous Inversion Versus Full Discrternal radiation beams, along with their locations, profiles, and intensities, that will provide a given dose distribution within the irradiated object. We discuss the inverse problem in its fully discretized formulation.

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Mathematical Problems in Microwave Medical Imagingdetect the presence of cancer by microwave imagining. In this paper we survey recent results we have obtained on the use of microwaves to detect leukemia in the bone marrow of the leg that suggest that this is possible. Our emphasis in this paper is on the mathematical problems that arise in this in

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labile

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GRIEF

Fully Three-Dimensional Reconstruction in Electron Microscopyer objects from their projections. In this work we apply an ART approach in which the basis functions used to describe the objects are not based on voxels, but are much smoother functions named “blobs.” The data collection studied in this work follows the so-called “conical tilt geometry” that is co

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Football Research in an Enlarged Europeic solutions, showing the relation to the attenuated x-ray transform. Numerical methods are also discussed, and the relation of the gamma-ray distribution to measured data is elucidated. Then some approaches to the inverse-source problem are described.

BIPED

Scattered Radiation in Nuclear Medicine: A Case Study on the Boltzmann Transport Equationic solutions, showing the relation to the attenuated x-ray transform. Numerical methods are also discussed, and the relation of the gamma-ray distribution to measured data is elucidated. Then some approaches to the inverse-source problem are described.