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  • Gebundenes Buch

Just as in the era of great achievements by scientists such as Newton and Gauss, the mathematical theory of geodesy is continuing the tradition of producing exciting theoretical results, but today the advances are due to the great technological push in the era of satellites for earth observations and large computers for calculations. Every four years a symposium on methodological matters documents this ongoing development in many related underlying areas such as estimation theory, stochastic modelling, inverse problems, and satellite-positioning global-reference systems. This book presents…mehr

Produktbeschreibung
Just as in the era of great achievements by scientists such as Newton and Gauss, the mathematical theory of geodesy is continuing the tradition of producing exciting theoretical results, but today the advances are due to the great technological push in the era of satellites for earth observations and large computers for calculations. Every four years a symposium on methodological matters documents this ongoing development in many related underlying areas such as estimation theory, stochastic modelling, inverse problems, and satellite-positioning global-reference systems. This book presents developments in geodesy and related sciences, including applied mathematics, among which are many new results of high intellectual value to help readers stay on top of the latest happenings in the field. TOC:Gaussian Differential Geometry and Differential Geodesy.- Numerical Techniques for Large Least-Squares Problems.- Wiener Filters and Collocation in Satellite Gradiometry.- Multiresolution Data Analysis.- Use of Wavelets for the Acceleration of Iteration Schemes.- Multiscale Solution of Oblique Boundary-Value Problems by Layer Potentials.- PDF Evaluation of the Integer Ambiguity Residuals.- The Rank Deficiency in Estimation Theory.- ITRF2000: From Theory to Implementation.- GPS Permanent Network Solution.- The Estimation Theory for Random Fields in the Bayesian Context.- Application of Spherical Pseudo-Differential Operators and Spherical Wavelets for Numerical Solutions of the Fixed Altimetry-Gravimetry Boundary Value Problem.- Ellipsoidal Vertical Deflections.- Geodesy and the Problem of Ice Sheets.- Gravity Field Variability, the Geoid, and Ocean Dynamics.- SAR Interferometry for Deformation Control.
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