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Ron Matthewsion tomography, and biomagnetic ima-ging. The mathematical models, their theoretical aspects andthe development of algorithms were treated. The proceedingscontains surveys on reconstruction in inverse obstaclescat-tering, inversion in 3D, and constrained least squares pro-blems.Research papers inclu

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Douglas Blandaphy, and biomagnetic ima-ging. The mathematical models, their theoretical aspects andthe development of algorithms were treated. The proceedingscontains surveys on reconstruction in inverse obstaclescat-tering, inversion in 3D, and constrained least squares pro-blems.Research papers include besides

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Keith Hartleyibed by a 3D map f of the local density. The use of a 2D X-ray detector like an image intensifier in front of the ponctual X-ray source defines a cone beam geometry. When the source moves along a curve, the acquisition measurements are modelized by the cone beam X-ray transform of the function f. Th

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John Treddenickibed by a 3D map f of the local density. The use of a 2D X-ray detector like an image intensifier in front of the ponctual X-ray source defines a cone beam geometry. When the source moves along a curve, the acquisition measurements are modelized by the cone beam X-ray transform of the function f. Th

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Mary C. FitzGeraldd manifolds, Lie groups and Lie algebras, symplectic geometry and ergodic theory. Many modern mathematical theories arose from problems in mechanics and only later acquired that axiomatic-abstract form which makes them so hard to study. In this book we construct the mathematical apparatus of classic

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Dennis J. Blaskos, Lie groups and Lie algebras, symplectic geometry and ergodic theory. Many modern mathematical theories arose from problems in mechanics and only later acquired that axiomatic-abstract form which makes them so hard to study. In this book we construct the mathematical apparatus of classical mechani