Error Bounds for the Approximation of Green's Kernels by Splines.
Error estimate of approximate solution for a quasilinear parabolic integrodifferential equation in the -space
The Rothe-Galerkin method is used for discretization. The rate of convergence in for the approximate solution of a quasilinear parabolic equation with a Volterra operator on the right-hand side is established.
Existence and uniqueness of a solution to a partial integro-differential equation by the method of lines.
Existence, uniqueness, approxiniate solutions construction and errors valuation theorems concerning mixed structure mathematical systems which generalizate the normal functioning of a single nerve equations.
Explicit estimates for some mixed integral inequalities.