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The scattering matrix for nonlocal field interactionsThe covariant, unitary and causal S-matrix for nonlocal relativistic quantum field theories
A study of generalized hypergeometric Matrix functions via two-parameter Mittag-Leffler matrix functionThe main aim of this article is to study a new generalizations of the Gauss hypergeometric matrix
TO THE FORMATION OF THE STIFFNESS MATRIX FOR THE PLANE PROBLEM OF ELASTICITY THEORYThe procedure for establishing the stiffness matrix of a triangular element with regard to fields
Dual control of multidimensional-matrix stochastic objectsThe main results in dual control theory are analyzed. The problem of the dual control
Piecewise linear Lyapunov functions and the localization of spectrum of stable matrices of an asymptotically stable linear stationary system with the characteristics of a region containing system matrix
Orthogonal Polynomials and Fourier Series for Functions of Vector Variable: Multidimensional-Matrix ApproachIn the article, the theory of the Fourier series on the orthogonal multidimensional-matrix
To the Spectral Theory of One-Dimensional Matrix Dirac Operators with Point Matrix InteractionsWe investigate one-dimensional (2p × 2p)-matrix Dirac operators DX,α and DX,β with point matrix
Fourier series for the multidimensional-matrix functions of the vector variableIn the article, the theory of the Fourier series on the orthogonal multidimensional-matrix (mdm
Integrals related to the multidimensional-matrix gaussian distribution with the multidimensional-matrix Gaussian distribution are presented. These results can be used in the various tasks
CLASSIC SYMMETRIC GAMES WITH A NON-ZERO SUM AS A INSTRUMENT FOR ANALYSIS OF LEGAL CASESThe article discusses the use of game theory for the choice and analysis of strategic behavior
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