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A boundary value problem for an elliptic functional-differential equation with contraction

of degenerate integro-differential operators in Banach spaces. A fundamental operator function that corresponds

In this paper, we consider equilibrium problems with differentiable bifunctions in a Banach space

We prove that an arbitrary Banach couple is uniquely determined by the collection of all its

In this paper, as a main result for Morrey spaces, we prove that the set (formula presented), where

) u(-1, x) = -xθ(-x), where θ is the Heaviside function. The solutions constructed in this paper

We study problems of interpolation of positive linear operators in couples of ordered Banach spaces

of the penalty method for a general equilibrium problem in a Banach space setting. We suggest weak coercivity

We prove that an arbitrary Banach couple is uniquely determined by the collection of all its

Lebesgue spaces. Also, it is proved that the grand Lebesgue space (Formula presented.) is a quasi-Banach

Страница 4 из 5535