ON THE STRUCTURE OF THE FUNDAMENTAL MATRIX OF THE LINEAR HOMOGENEOUS DIFFERENRIAL SYSTEM OF THE SPECIAL KIND
Journal Title: Дослідження в математиці і механіці - Year 2018, Vol 23, Issue 2
Abstract
For the linear homogeneous differenrial system, whose coefficients are represented as an absolutely and uniformly convergent Fourier-series with slowly varying coefficients and frequency, the kind of the fundamental matrix are established by the condidtion of the some resonance relations.
Authors and Affiliations
S. A. Shchogolev
Numerical solution of the Neumann boundary value problem for an infinite convolutional system of elliptic equation via the boundary elements method
We consider a Neumann boundary value problem for an infinite convolutional system of elliptic equations obtained as a result of the application of the Laguerre transform in the time domain to initial-boundary value probl...
Spatial problem for elastic layer
A new approach to spatial problems’ solving has been used to construct the exact solutionfor the elastic layer with its lower surface being in either rigid or slipping restraint conditions and its upper one being subject...
BOUNDARY-VALUE PROBLEM FOR DIFFERENTIAL EQUATION WITH MIXED RIEMANN—LIOUVILLE DERIVATIVE OF FRACTIONAL ORDER
In this paper, we find a sufficient condition for solvability of boundary-value problem for differential equation with mixed Riemann-Liouville derivative of fractional order.
ALLIANCE IN THREE PERSON GAMES
In the present paper, we suggest a new concept of an optimal solution (that we call “coalitional equilibrium”) based on the concepts of Nash and Berge equilibria. We apply the concept of an optimal solution where the out...
On the 80th anniversary of Victor Plotnikov
К 80-ЛЕТИЮ СО ДНЯ РОЖДЕНИЯ ВИКТОРА АЛЕКСАНДРОВИЧА ПЛОТНИКОВА 5 января 1938 г. — 4 сентября 2006 г.