Celestial Mechanics - Globe Thesis

Keyword [Celestial Mechanics] Result: 1 - 20 \| Page: 1 of 2
1.	A Suevery Of Numerical Approaches With Conserved Constants Of Motion And Dynamics Of Newtonian Core-Shell Systems
2.	Manifold Corrections Of N-Body Simulations In The Solar System And Their Applications
3.	Fourth-order Force Gradient Symplectic Algorithms For A Perturbation Splitting Of Hamiltonians
4.	The Study Of Several Force Gradient Symplectic Algorithms
5.	The Lagrangian Dynamics Of Post-Newtonian Spinning Compact Binaries
6.	Extension And Application Of Force Gradient Symplectic Algorithm
7.	Application Of Variational Methods In Mathematical Economics And Celestial Mechanics
8.	Restricted Three Body Prolem
9.	Blocking In The Motions Of Celestial Bodies
10.	Logarithmic Hamiltonian Algorithm And Its Application
11.	Explicit Extended Phase-space Symplect-like Method With Midpoint Permutations
12.	Velocity Scaling Correction Method For Non-conservative And Dissipative Restricted Three-body Problems
13.	Construction And Application Of High Order Explicit Symplectic-like Algorithms
14.	Logarithmic Hamiltonian Explicit Symmetric Method In Extended Phase Space And Its Application
15.	GPU Accelerated Manifold Correction Method For Spinning Compact Binaries
16.	Construction And Application Of Energy-conserving Algorithm For Hamiltonian Systems
17.	Application of the fundamental equation to celestial mechanics and astrodynamics
18.	Just a Beginning: Computers and Celestial Mechanics in the work of Wallace J. Eckert
19.	Observational Catalogs And Numerical Ephemerides For The Satellite System Of Neptune
20.	Application Of Analytical Solutions Of Two-body Problems In Numerical Improvement Of Multi-body Problems
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