ordinary differential equation

(redirected from Inhomogeneous differential equation)

ordinary differential equation

[′ȯrd·ən‚er·ē ‚dif·ə′ren·chəl i′kwā·zhən]
(mathematics)
An equation involving functions of one variable and their derivatives.
References in periodicals archive ?
1) with arbitrary accuracy with the main computational cost being the solution of an inhomogeneous differential equation derived from M([mu]) in every iteration.
4: Solve the inhomogeneous differential equation (2.
Equation (2) is an inhomogeneous differential equation, where the function V(R) is called the perturbed scattering potential of the patterned structure relative to the unpatterned stratified structure with the dielectric constant of [[epsilon].
According to the scattering theory [17], Equation (2) can be considered an inhomogeneous differential equation whose general solution is