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Elliptic differential-difference operators with degeneration and the Kato square root problem
Skubachevskii A.L.
We prove correctness of the Kato square root conjecture for elliptic differential
ON SPECTRAL STABILITY PROBLEM FOR A PAIR OF SELF-ADJOINT ELLIPTIC DIFFERENTIAL OPERATORS ON BOUNDED OPEN SETS
Burenkov V.I., Tuyen B.T.
differential operators in the case of diffeomorphic open sets.
Nonexistence Results for the Hyperbolic-Type Equations on Graded Lie Groups
Kassymov A., Tokmagambetov N., Torebek B.
In this paper, we deal with systems of wave and pseudo-hyperbolic equations. Some semilinear
On calculation of quadrupole operator in orthogonal Bargmann-Moshinsky basis of SU(3) group
Deveikis A., Gusev A.A., Vinitsky S.I., Pedrak A., Burdík Č., Góźdź A., Krassovitskiy P.M.
eigenvalue problem of the Hermitian labeling operator of an envelope algebra of the SU(3) group. Calculations
Digital Economy Development as an Important Factor for the Country’s Economic Growth
Niyazbekova S.U., Moldashbayeva L.P., Zhumatayeva B.A., Mezentseva T.M., Shirshova L.V.
The development of the digital economy can stimulate the country’s economic growth
Pseudo-differential equations in spaces of different smoothness exponents on variables
Vasilyev, V., Polunin, V., Shmal, I.
We study a model elliptic pseudo-differential equation and simplest boundary value problems for a
ТАМОЖЕННЫЕ МЕХАНИЗМЫ ВНЕШНЕЭКОНОМИЧЕСКИХ ОПЕРАЦИЙ В ВЕКЕ ЦИФРОВИЗАЦИИ
Воротынцева Т.М., Кузнецова Е.В., Моретти Вальтер.
The article substantiates the need for a complete transition to digital technologies
A navier–stokes-type problem with high-order elliptic operator and applications
Ragusa M.A., Shakhmurov V.B.
–Stokes problem on half space are derived. The equation involves an abstract operator in a Banach space E
Digital State, Digital Citizen: Making Fair and Effective Rules for a Digital World
Dmitrik Nikolay
the way that global and local digital businesses operate? The article discusses the exercise
ИННОВАЦИОННЫЕ ТЕХНОЛОГИИ В СТРОИТЕЛЬСТВЕ И ЭКСПЛУАТАЦИИ ТРУБОПРОВОДНОГО ТРАНСПОРТА
Чекушина Т.В., Шафеева Г.Х.
processes digital technologies and for the construction and operation of pipeline transport systems.

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