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Three-weighted Hardy-type inequality on the cone of quasi-monotone functionsBodies of revolution

G.W. LEIBNIZ: FROM THE “SYMBOLIC REVOLUTION” IN MATHEMATICS TO THE CONCEPT OF SUPPOSITIVE COGNITION [Г.Ф. ЛЕЙБНИЦ: ОТ «СИМВОЛЬНОЙ РЕВОЛЮЦИИ» В МАТЕМАТИКЕ К КОНЦЕПЦИИ ЗАМЕЩАЮЩЕГО ЗНАНИЯ] became known as the “symbolic revolution” in mathematics. One of its main outcomes was the discovery

SHELLS OF REVOLUTION OF NON-TRIVIAL FORMSIn the paper, some non-trivial shells of revolution, for which only theoretical offers

Cross-Cultural Competence of Employees of International Companies in Terms of Fourth Industrial RevolutionThe technologies of the fourth Industrial Revolution, such as Artificial Intelligence, blockchain

A SIMPLIFIED CRITERION OF OPTIMALITY FOR SHELLS OF REVOLUTION. It is rather complicated mathematical problem. In this paper, a simplified criterion of optimality for shells

Static, vibration, and buckling analyses and applications to one-sheet hyperboloidal shells of revolution of hyperbolic surfaces of revolution are summarized in this review article. These shells are useful

Mathematical modeling of topographic and continuously-topographic surfacesMathematical modeling of topographic and continuously-topographic surfaces

Mathematical simulation of a profile cutter as a surface of revolution. The present paper deals with a mathematical model of a profile cutter surface (as a surface of revolution

Derivation of the Mathematical Model of the Surface Quality of the Structural Quartz Ceramic Shell of Revolution ceramic shell of revolution are given. The planning matrix has been developed to carry out the experiment

Role of higher school in the formation of the fourth industrial revolution in the Russian Federation assessments based on the economic and mathematical modeling methods have made it possible to determine

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