Mathematical geodesy

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Mathematical geodesy is used as a collective term for the mathematical fundamentals and methods of geodesy . It is mostly viewed as a sub-area of theoretical geodesy , but the classification in the professional world is not uniform, therefore the word " geomathematics " has now become natural for the strongly mathematical areas of mathematical geodesy.

Mathematical geodesy applies the methods of higher mathematics to the geometric and physical problems of geodesy, using in particular mathematical statistics and geometry. Specific areas of responsibility in mathematical geodesy include:

literature

  • Walter Großmann: Geodetic calculations and images in the land survey , Konrad Wittwer publishing house in Stuttgart 1964
  • K.Ledersteger : Astronomical and Physical Geodesy (Earth Measurement) , JEK Volume V (870 p., Especially p.250-257 and p.645-655), JBMetzler-Verlag, Stuttgart 1968
  • W. Torge : Geodesy (1975) and Geodesy (2001), de Gruyter-Verlag Berlin
  • Jürgen Bollmann, Wolf Günther Koch: Lexicon of cartography and geomatics . Spectrum Academic Publishing House, Heidelberg-Berlin 2002
  • K.Bretterbauer , H.Schuh : Higher Geodesy . Script for the lecture of the same name, approx. 200 pages, Vienna University of Technology 1998 and 2003

Individual evidence

  1. Willi Freeden: "Geomathematik, what is that anyway?", DMV annual report, Volume 111 (2009), Issue 3, 125 - 152