New partitioning perturbation theory. I
Partitioning formalism for degenerate, almost degenerate and electron exchange perturbation problems
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Partitioning formalism for degenerate, almost degenerate and electron exchange perturbation problems
Coupled simple harmonic oscillators with almost degenerate energy levels, comparing partitioning perturbation techniques with Rayleigh- Schroedinger approach
Partitioning perturbation theory for electron exchange problems, generalizing Hirschfelder- Silbey formalism
Longitudinal wave propagation in variable section bars, solving hyperbolic equation of motion by perturbation method
Collisionless plasma theory modification to include effects of finite Larmor radius of ion and electron on perturbation flow mixing
Differential equations for odd and even parity Regge-Wheeler perturbations on Schwarzschild metric
Plasma wave echo, observing oscillatory behavior of perturbed distribution with different phases and amplitudes
Eclipsing binary stars minima variations related to orbit perturbations and rotational angular momentum of component interiors
Short period lunar perturbation on satellites by computer program with Fortran statements, considering errors, program output and table driven algebraic processors
Adiabatic perturbation theory in celestial mechanics
Accurate approximative solution to differential equations of oscillatory problem with perturbing damping
Perturbation theory for fuel space trajectory optimization
Procedures for determining launch window for SERT 2 mission and effect of low thrust and earth oblateness orbit perturbations
Perturbation method extension for nonlinear panel flutter to include fifth-order nonlinear terms effect, flutter-buckling interaction, and small damping terms
Perturbations in density of ions and neutral particles in upper atmosphere due to OGO
Nonlinear panel flutter analyses by perturbation and harmonic balance methods
Solar wind perturbations downwind of moon used to locate lunar magnetized regions
Equivalence of perturbation theories of Hori and Deprit, based on Poisson brackets, and computer calculations through sixth order