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A CONTRIBUTION TO THE THEORY OF THE ABSTRACT FUNCTIONALLY-DIFFERENTIAL EQUATION.

Annotation

The article looks at linear functionally-differential equation Zx=f where Z: D→B, B-Banach space of vector functions y: [a,b→R], D-Banach space of vector functions x: [a,b→R] isomorphic direct product Bx R. The submission of Green`s operator of a boundary value problem for this equation using an analogue of Green`s matrix of ordinary differential and functionally-differential equations is obtained.

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UDC

УДК 517.929

Pages

177-179

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