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- Le Verrier-Magnificent and Detestable Astronomer.
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Satellite gravity and the geosphere: contributions to the study of the solid earth and its fluid envelopes - Nayfeh, A.
Perturbation methods - Wiley New York. Nerem, R.
Le Verrier—Magnificent and Detestable Astronomer
Gravity field determination and characteristics: retrospective and prospective - Pierce, R.. Intersatellite range monitoring using optical interferometry - Phillips, G. Theory and Applications of Numerical Analysis - Elsevier Amsterdam. Prussing, J. Orbital mechanics - Oxford University Press Oxford. Ramsay, J. Parameter estimation for differential equations: a generalized smoothing approach with discussions - Reubelt, T.. Reigber, C.. Gravity field recovery from satellite tracking data - Lecture notes in Earth Sciences,25, Renzetti, G..
History of the attempts to measure orbital frame-dragging with artificial satellites - Central Eur.
Riley, J. Numerical integration of variational equations - Ritt, J. On the differentiability of the solution of a differential equation with respect to a parameter - Rowlands, D. Short-arc analysis of intersatellite tracking data in a gravity mapping mission - Rummel, R.. Satellite gradiometry - GOCE, satellite gravimetry and antarctic mass transports - GOCE gravitational gradiometry - Seeber, G.. Satellite geodesy - Walter de Gruyter Berlin. Schwintzer, P.. Sheard, B.
Le Verrier-Magnificent and Detestable Astronomer by James Lequeux, Paperback | Barnes & Noble®
Stengel, R. Optimal control and estimation - Stoer, J.. Introduction to numerical analysis - Taff, L. Celestial mechanics: a computational guide for the practitioners - Wiley-Interscience New York. Tapley, B. Fundamentals of orbit determination - The gravity recovery and climate experiment: mission overview and early results - Statistical orbit determination - Teodorescu, P..
Numerical analysis with applications in mechanics and engineering - Wiley New Jersey. Turyshev, S. Wang, B.. Parameter estimation for odes using across-entropy approach - Wahr, J. Wolff, M.. Xu, P. Position and velocity perturbations for the determination of geopotential from space geodetic measurements - Celest Mech Dyn Astr,, Zero initial partial derivatives of satellite orbits with respect to force parameters violate the physics of motion of celestial bodies - Iterative generalized cross-validation for fusing heteroscedastic data of inverse ill-posed problems - Mathematical challenges arising from earth-space observation: mixed integer linear models, measurement-based perturbation theory and data assimilation for ill-posed problems - Zero initial partial derivatives of satellite orbits with respect to force parameters nullify the mathematical basis of the numerical integration method for the determination of standard gravity models from space geodetic measurements - Variance component estimation in inverse ill-posed linear models - The "Common Knowledge" section now includes a "Series" field.
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Visual Double Stars: Formation, Dynamics and Evolutionary Tracks
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