Titlebook: Geodetic Theory Today; Third Hotine-Marussi Fernando Sansò Conference proceedings 1995 Springer-Verlag Berlin Heidelberg 1995 applied relat

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Report on the: III Hotine-Marussi Symposium on Mathematical Geodesy, president of IAG Sect. IV, with the cooperation of the local host Prof. B. Betti. The Symposium was sponsored by the International Association of Geodesy, the International Union of Geodesy and Geophysics, the University of L’Aquila and the CARISPAQ Foundation.

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The Newton Form of the Geodesic Flow on S R 2 and E A,B 2 in Maupertuis Gaugesic flow on the twodimensional sphere .. with the radius . and on the biaxial ellipsoid .. with the semi-major axis . and semi-minor axis . into the Newton form. A geodesic flow on a twodimensional Riemann manifold takes the form of the Newton law if two assumptions are met:

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Application of Moebius Barycentric Coordinates (Natural Coordinates) for Geodetic Positionings the Ansermet’s resection problem, GPS positioning, shape functions (in geodetic uses of the finite element method), and a photogrammetric problem. The exposition is preceded by some theoretical considerations which show, among other properties, also the one of their invariance with respect to line

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