Some properties of infinite dimensional discrete operators
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Discrete operators, normal solvability, Fredholm property, topological degreeAbstrakt
The paper is devoted to infinite dimensional discrete operators that can be considered as a difference analog of differential equations on the whole axis. We obtain a necessary and sufficient condition in order for the linear operator to be normally solvable. Topological degree for nonlinear operators is constructed.Pobrania
Opublikowane
2004-09-01
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1.
APREUTESEI, Narcisia C. & VOLPERT, Vitaly A. Some properties of infinite dimensional discrete operators. Topological Methods in Nonlinear Analysis [online]. 1 wrzesień 2004, T. 24, nr 1, s. 159–181. [udostępniono 3.7.2024].
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