A Survey of Some Current Research in Functional-differential Equations
Functional differential equation applications using geometric approach
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Functional differential equation applications using geometric approach
Numerical implementation of Picard iteration for estimating solutions to certain differential equations
Lie series solutions for 33 partial differential equations resulting from separation of Helmholtz equation into 11 coordinate systems
Reference list for stability and control theory in ordinary differential equations
Microcircuit integrator design for digital differential analyzer
Periodic solutions of differential equations with time lag containing small parameter
Application of Lie series to solution of linear ordinary differential equations of second order
Stability criteria for n-th order homogeneous linear differential equations for real continuous functions obtained by Liapunov method
Stroboscopic method for solving perturbed periodic systems of differential equations
Solution of ordinary differential equations by Lie series - Laplace transformation, Weber parabolic-cylinder functions, Helmholtz equations, and applications in physics
Solution of general homogenous linear differential equation of second order using Lie groups
Solution of general inhomogenous linear differential equations of second order using Lie groups
Solution of differential equations resulting from separation of Laplace equation in various coordinate systems
Error analyses for numerically integrating first order ordinary differential equations
Liapunov function determining sufficient conditions for stability of autonomous functional differential equations with finite time lag
Stochastic differential equations specifying dynamical structure of filters generating posterior probability distribution when inputs are time functions
Runge-Kutta fourth order formula used to obtain approximate solution to differential equations
Averaging method for differential equations with retarded arguments