Marussi Hypothesis in Differential Geodesy
NEW MEXICO STATE UNIV LAS CRUCES DEPT OF MATHEMATICAL SCIENCES
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This report contains a detailed discussion of the primary conceptual aspects of the Marussi-Hotine theory of differential geodesy, and how it stands today. In addition to reviewing the Marussi hypothesis and Ansatz, we present a derivation of why Hotines normal coordinate system is admissible, and a new conjecture on the type of local coordinate systems permitted in the Marussi- Hotine theory. Marussi hypothesis, Marussi Ansatz, Hotine problem, Omega, Phi, N Coordinate system, The Zund conjecture.
- Medicine and Medical Research
- Theoretical Mathematics