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ЭТАПЫ ФОРМИРОВАНИЯ И РАЗВИТИЯ АРХИТЕКТУРЫ МНОГОФУНКЦИОНАЛЬНЫХ СПОРТИВНЫХ КОМПЛЕКСОВ

Feynman formulas for nonlinear evolution equations

Orlov Y.N., Sakbaev V.Z., Smolyanov O.G.

differential equations on a Hilbert space E are studied. In particular, by using Feynman formulas, a procedure

ARCHITECTURAL FORMATION OF THE MULTIFUNCTIONAL SPORTS COMPLEX "OLYMPIC" CITY OF MOSCOW

Unbounded random operators and Feynman formulae

Orlov Yu.N., Sakbaev V.Zh., Smolyanov O.G.

develop a method for finding the expectations of unbounded random operators on a Hilbert space

ARCHITECTURAL ORGANIZATION OF THE MULTIFUNCTIONAL SPORTS COMPLEX "OLYMPIC"

of the multifunctional sports complex, its purpose and functionality will be raised. The project of a new sports complex

SPACE-PLANNING SOLUTIONS OF MODERN MULTIFUNCTIONAL SPORTS COMPLEXES IN THE CONDITIONS OF THE 21ST CENTURY

Suslova O.Y., Smolyanov P.A.

Feynman Formula for Nonlinear Evolutionary Equations

Orlov Y.N., Sakbaev V.Z., Smolyanov O.G.

Studies on Noncommutative Measure Theory in Kazan University (1968–2018)

Bikchentaev A., Sherstnev A.

for the years 1968–2018. We also provide a list of selected works of the seminar participants.

A model of multi-key steganographic system

Urbanovich, P. P., Shutko, N. P., Zapała, A. M.

A model of multi-key steganographic system

Асимптотические формулы для числа решений некоторых диофантовых уравнений

Мотькина, Н. Н.

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