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Reconstructive Integral Geometry Victor Palamodov Springer ~ The umbrella name reconstructive integral geom etryl is used to specify the variety of these problems and methods The objective of this book is to present in a uniform way the scope of well known and recent results and methods in the reconstructive integral geometry
Monographs Springer ~ ods have very much in common The umbrella name reconstructive integral geom etryl is used to specify the variety of these problems and methods The objective of this book is to present in a uniform way the scope of well known and recent results and methods in the reconstructive integral geometry
Reconstructive Integral Geometry SpringerLink ~ The umbrella name reconstructive integral geom etryl is used to specify the variety of these problems and methods The objective of this book is to present in a uniform way the scope of well known and recent results and methods in the reconstructive integral geometry
Reconstructive Integral Geometry ~ itself since the old Greek time calculation of lengths areas volumes some integrals Integral geometry in Blaschke’s sense is rather contemplative point of view on the subject whereas reconstructive integral geometry is the application motivated part of the geometry
Reconstructive Integral Geometry eBook 2004 ~ Reconstructive Integral Geometry V P Palamodov This book covers facts and methods for the reconstruction of a function in a real affine or projective space from data of integrals particularly over lines planes and spheres Monographs in mathematics 98 Responsibility
Reconstructive integral geometry Book 2004 ~ Note Citations are based on reference standards However formatting rules can vary widely between applications and fields of interest or study The specific requirements or preferences of your reviewing publisher classroom teacher institution or organization should be applied
Integral geometry Encyclopedia of Mathematics ~ where is the required integral invariant is a point of the space having dimension are the coefficients of the infinitesimal transformation of the group and is the number of parameters of the transformation Of great significance in integral geometry are measurable Lie groups that is groups that admit one and only one invariant up to a constant factor
ComplexAnalytic Methods in Reconstructive Integral Geometry ~ Each chapter is selfcontained yet thematically dependent A review of some of the main objectives and techniques in reconstructive integral geometry is presented The inverse problem central to the authors work namely reconstructing a function of position from its averages over a class of curves in the unit disc is then introduced
Mathematics of thermoacoustic tomography European ~ Analysis geometry number theory The mathematics of Leon Ehrenpreis In Contemp Math 251 F Wübbeling F 2001 Mathematical Methods in Image Reconstruction Monographs on Mathematical Modeling and Computation 5 Reconstructive Integral Geometry Birkhäuser Basel 100 Palamodov V 2007 Remarks on the general FunkRadon
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