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Elliptic functional differential equations with incommensurable contractions multiplicatively incommensurable contractions of the arguments of the unknown function in the principal part
ON SMOOTHNESS OF GENERALIZED SOLUTIONS OF THE FIRST BOUNDARY VALUE PROBLEM FOR FUNCTIONAL DIFFERENTIAL EQUATION WITH ORTHOTROPIC SOLUTIONS elliptic functional differential equation with orthotropic contractions in the plane domain are considered
К вопросу о продольных ребрах ортотропной плиты проезжей части мостов slabs of contraction. Specification of orthotropic slabs. Types of longitudinal ribs orthotropic slabs
Caristi’s Inequality and α-Contraction Mappings of this development mappings of complete metric spaces which are contractions with respect to a function of two vector
An elliptic functional-differential equation with contractions of the arguments with contraction of the arguments in weighted spaces."
On nonexistence of solutions to some nonlinear functional differential inequalities to different types of transformations of the argument, such as dilatations, rotations, contractions, and shifts
Elliptic functionally-differential equations with contractions of argumentsThe solvability of elliptic functionally-differential equations with compressions of arguments
The concept of a functional unit of the gut cylindrical orthotropic shell. The wall of the shell formed of the two distinct layers of muscle
Karisti inequality and $\alpha$ -contractive mappings with respect to a certain $\alpha$ function of 2 vector arguments $\alpha$ -contractive
The concept of a functional unit of the gut cylindrical orthotropic shell. The wall of the shell formed of the two distinct layers of muscle
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