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IV Hotine-Marussi Symposium on Mathematical Geodesy

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Cover of 'IV Hotine-Marussi Symposium on Mathematical Geodesy'

Table of Contents

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    Book Overview
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    Chapter 1 Report on the Symposium
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    Chapter 2 The Molodensky Scalar Boundary Value Problem in Spherical Coordinates: a New Result
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    Chapter 3 The Slepian Problem on the Sphere
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    Chapter 4 White Noise Stochastic BVP’s and Cimmino’s Theory
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    Chapter 5 Simulation of the Goce Gravity Field Mission
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    Chapter 6 Quality Improvement of Global Gravity Field Models by Combining Satellite Gradiometry and Airborne Gravimetry
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    Chapter 7 On the Determination of Geopotential Differences from Satellite-to-Satellite Tracking
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    Chapter 8 On the Topographic Effects of Helmert’s Method of Condensation
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    Chapter 9 Distance Measurement with Electromagnetic Wave Dispersion
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    Chapter 10 A Global Topographic-Isostatic Model Based on a Loading Theory
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    Chapter 11 Stochastic Modelling of Non-stationary Smooth Phenomena
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    Chapter 12 Deformation Detection According to a Bayesian Approach
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    Chapter 13 Block Elimination and Weight Matrices
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    Chapter 14 Construction of An-isotropic Covariance-Functions Using Sums of Riesz-Representers
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    Chapter 15 New Covariance Models for Local Applications of Collocation
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    Chapter 16 Approximation of Harmonic Covariance Functions on the Sphere by non Harmonic Locally Supported Ones
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    Chapter 17 Integration of a Priori Gravity Field Models in Boundary Element Formulations to Geodetic Boundary Value Problems
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    Chapter 18 On the Solution of the Inverse Stokes Problem Including Ellipsoidal Effects
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    Chapter 19 The Spheroidal Stokes Boundary Value Problem (extended abstract)
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    Chapter 20 The Hotine Rectified Skew Orthomorphic Projection (Oblique Mercator Projection) Revisited
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    Chapter 21 A Solution of the Korn-Lichtenstein Equations of Conformal Mapping which Directly Generates Ellipsoidal Gauß-Krüger Conformal Coordinates or the Transverse Mercator Projection
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    Chapter 22 An Iterative Solution of the Scalar Free Boundary Value Problem and the Choice of the Reference Surface
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    Chapter 23 On the Use of Galerkin’s Method in the Solution of the Geodetic Boundary Value Problem
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    Chapter 24 Numerical Aspects of Altimetry-Gravimetry Problems
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    Chapter 25 Fast Numerical Solution of the Vector Molodensky Problem
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    Chapter 26 Softly Unbiased Prediction Part 2: The Random Effects Model
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    Chapter 27 Fractale, Brownian Motion, Wiener Process, Krige Variogram, Kolmogorov Structure Function: Geodetic Examples
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    Chapter 28 The General Linear Model — a Solution by Means of the Condition Adjustment
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    Chapter 29 Iteration Procedure for Evaluating High Degree Potential Coefficients from Gravity Data
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    Chapter 30 On the Adjustment of Combined GPS/Levelling/Geoid Networks
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    Chapter 31 Alternative Formulas for Terrain Reduction and Comparison with Existing Formulas
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    Chapter 32 Error Detection in GPS Observations by Means of Multi-Process Models
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    Chapter 33 A Concept for Satellite Orbit Sensitivity Analysis
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Title
IV Hotine-Marussi Symposium on Mathematical Geodesy
Published by
Springer Berlin Heidelberg, December 2012
DOI 10.1007/978-3-642-56677-6
ISBNs
978-3-64-262574-9, 978-3-64-256677-6
Editors

Benciolini, Battista

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