Qualitative methods in the n-body problem
Qualitative methods in three-body and many-body problems
THREE-BODY PROBLEM↗
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Results for “MANY-BODY PROBLEM”
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Problems of stellar dynamics
Many-body problem, continuum, and statistical methods applied to dynamics of star clusters, with bibliography
STAR CLUSTER↗
SOLUTIONS OF RESTRICTED THREE-BODY PROBLEM REPRESENTED BY MEANS OF TWO FIXED CENTER-PROBLEM
Restricted three-body problem is solved using solutions of eulers problem of two fixed centers
THREE-BODY PROBLEM↗
EXISTENCE OF PERIODIC SOLUTIONS PASSING NEAR BOTH MASSES OF THE RESTRICTED THREE-BODY PROBLEM
Existance of periodic solutions passing near both masses of the restricted three-body problem
MANY-BODY PROBLEM↗
Liouville's equation and the n-body problem
Application of Liouville equation to solution of n-body problem
LIOUVILLE EQUATION↗
Virtual mass technique for computing space trajectories Final report
Virtual Mass Technique for computing spacecraft trajectories and Fortran IV computer program for related restricted three-body problem
SPACECRAFT TRAJECTORY↗
The N-body Code - A General Fortran Code for the Numerical Solution of Space Mechanics Problems on an IBN 7090 Computer
Solution to n-body space mechanics problems via numerical integration - ibm 7090 - fortran program
MANY-BODY PROBLEM↗
A uniformly valid asymptotic representation of satellite motion around the smaller primary in the restricted three-body problem.
Perturbation technique to study three-body problem of motion of close satellite
PERTURBATION↗
Satellite motion for arbitrary eccentricity and inclination around the smaller primary in the restricted three-body problem.
Perturbation technique to study three-body problem of motion of close satellite
SATELLITE ORBIT↗
Approach to equilibrium.
Time dependent behavior of isolated system consisting of many spins in solid lattice, assuming spin-spin interactions
SPIN-LATTICE RELAXATION↗
Projection operators in the unified reaction theory.
Projection operators applicable for rearrangement and exchange processes with full recoil effect for unified reaction theory of Feschbach
PARTICLE COLLISION↗
Dynamical evolution of clusters of galaxies. II.
Dynamic evolution of clusters of galaxies
MANY-BODY PROBLEM↗
Lectures on regularization
Regularization of relative many-body equations of celestial mechanics and relative three-body equations in case of binary collisions
MANY-BODY PROBLEM↗
Higher Order Behavior in the Boltzmann Expansion of the Bogoliubov-Born-Green- Kirkwood-Yvon Hierarchy
Equations governing divergent many-body behavior within BBGKY hierarchy in Boltzmann approximation for cut-off potentials, noting nondivergent nature of solutions
BOGOLIUBOV THEORY↗
Regularization of the restricted problem of four bodies.
Regularization of restricted three-body problem extended to case where three primaries of any mass revolve in circular orbits around common center of mass and fourth body of infinitesimal mass moves in their field
CIRCULAR ORBIT↗
The validity of the Vlasov equation for a one- dimensional self-gravitating gas.
Two-body relaxation term in N-body self- gravitating gases of one and three dimensions and validity of Vlasov equation
MANY-BODY PROBLEM↗