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Kupradze and his pupils the Laplace transform method was used to prove the existence of classical solutions of the basic three-dimensional boundary and boundary-contact dynamic
In the present paper we treat the mixed boundary-contact problems with discontinuous boundary conditions on contact surfaces. Such types of prob- lems have not been investigated
The second boundary value problem of electroelasticity for this kind medium was solved in [1] using the theory of analytic functions and singular integral equations.. The boundary
An effective solution of a number of boundary value and bound- ary contact problems of thermoelastic equilibrium is constructed for a ho- mogeneous isotropic rectangular
Weng, Boundary Value Problems for Second Order Mixed Type Func- tional Differential Equations, Appl. Wong, On the Generalized
If the solution of the initial value problem (1.1) - (1.2) exists, then this solution is uniformly asymptotically
As the theory advances, the average e$ciency scores of parametric deterministic techniques are lower than the ones estimated through stochastic frontier approaches.. Given that COLS
From the numerical point of view, the solution provided by this method gives in the example an accuracy similar to that given by the PF calculated through rounding to the nearest
