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Functional analysis, formula manipulation, and satellite geodesy
Journal of Geophysical Research, 1973Functional analysis algorithms as developed by Kantorovich provide a rigorous theory for the convergence of iterative methods, specifically Newton's method, to a wide class of nonlinear functional equations on Banach spaces. The numerical application of the Newton-Kantorovich theorem, quasilinearization, has been demonstrated by Bellman.
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Analytical Versus Numerical Integration in Satellite Geodesy
2003In the near future a big step has again to be expected in satellite geodesy. Extremely precise measuring systems (accelerometer, low-low SST (relative accuracy 10-11), gradiometer) in satellites orbiting as low as possible will allow not only the determination of the global gravity field in form of harmonic coefficients up to a limit somewhere below n =
Dieter Lelgemann, Chunfang Cui
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Introduction to Satellite Geodesy
The Geographical Journal, 1965Ivan I. Mueller, J. E. Jackson
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GREAT: a scientific software platform for satellite geodesy and multi-source fusion navigation
Advances in Space ResearchXingxing Li+6 more
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