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In this section, we study some C 1 quadratic spline dQIs on a nonuniform criss-cross triangulation of a rectangular domain... To the latter, we add 2m + 2n + 4 boundary B-splines

We propose and analyze a numerical method for solving fourth order differential equations modelling two point boundary value problems.. The scheme is based on

Further investigations based on the above-presented results showed that the same methods (the method of a potential, theory of multidimensional singular integral equations, Fourier

In this paper we prove sufficient conditions for the existence of global solutions of nonlinear functional-differential evolution equations whose linear parts are infin-

In this paper, we consider a two-point boundary value problem involving fractional semilinear evolution equations and prove some existence results in a Banach space...

Abstract : In this paper, we prove the existence of positive solutions for Floquet boundary value problem concerning fractional functional differential equations with bounded

We derive here the field and the constitutive equations, as well as the boundary conditions, related to the behavior of incremental fields superposed on large static initial

In this paper, we shall establish sufficient conditions for the existence of solutions for a first order boundary value problem for fractional differential equations..