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| Summation of series and an approximation of Legendre?s functions in constructing integral kernels for the exterior of an ellipsoid: Application to boundary value problems in physical geodesy
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Zdroj: Leibniz Online
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| Summation of series and an approximation of Legendre?s functions in constructing integral kernels for the exterior of an ellipsoid: Application to boundary value problems in physical geodesy
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| Recent Developments in Geodetic Theory, Session G1.1, EGU General Assembly, Vienna 2015
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| Problémy matematické fyziky při studiu gravitačního pole a tvaru Země
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| On the construction of Galerkin?s matrix for elementary potentials in case of an ellipsoidal solution domain in Earth?s gravity field studies
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144.
| On the construction of Galerkin?s matrix for elementary potentials in case of an ellipsoidal solution domain in Earth?s gravity field studies
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| On the combination of terrestrial data and GOCE based models in Earth?s gravity field studies: compatibility and optimization
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| Fundamental solution of Laplace?s equation in oblate spheroidal coordinates and Galerkin?s matrix for Neumann?s problem in Earth?s gravity field studies
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| Elementary potentials and Galerkin?s matrix for an ellipsoidal domain in the recovery of the gravity field
/ Holota, Petr ; Nesvadba, Otakar
External link: Fulltext
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