linear differential equations


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linear differential equations

Equations whose solutions are linear, which differ from nonlinear differential equations that cannot be solved analytically.
References in periodicals archive ?
Xu, "Hyers-Ulam stability of a class of fractional linear differential equations," Kodai Mathematical Journal, vol.
Wang, On limit directions of Julia sets of entire solutions of linear differential equations, J.
He solved different equation through RFO order and advised the participants teachers to teach this new method to their students in solving Non-homogeneous linear differential equations.
CLENSHAW, The numerical solution of linear differential equations in Chebyshev series, Proc.
Many authors have also considered the higher order linear differential equations with entire coefficients.
Keywords: convolution products, piecewise defined functions, non-homogeneous linear differential equations, elementary solution method, distribution functions of random variables, linear discrete system theory.
different from the current ones--see above) algorithms of economic activity, which will be described with linear differential equations.
The Lagrange method for variation of constants applies to linear differential equations of higher order.
The homotopy analysis method has been used to solve the governing non linear differential equations, the governing non linear equations does not contain any small or large parameter which is necessary for the application of a perturbation technique.
He covers the theorems and applications of the first-order initial value problem, including learning theory models, population growth models, epidemic models, and chemical reactions; the theory for n-th order linear differential equations and the Laplace transform and its properties; and several linear differential equations with constant coefficients that arise in physical and electrical systems.
We also need some elements of the theory of linear differential equations in the complex plane.
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