Fourier Problem for a Coupled Diffusion System with Functionals |
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Authors: | Bokalo M M Dmytriv V M |
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Institution: | (1) Lviv University, Lviv |
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Abstract: | We investigate the well-posedness of a problem for a system of functional differential equations of different types without initial conditions. Each equation consists of two parts one of which has the same structure as a parabolic equation or an ordinary differential equation with parameters, while the other contains functionals defined on a space of functions continuous in space variables. |
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