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Block methods of multidimensional-matrix data analysis of the multidimensional-matrix linear algebraic equations. The two methods to the solution of the system are developed
Boundary-value Problems with Data on Characteristics for Hyperbolic Systems of Equations problem can be built also by the Riemann method, work out an analog of the Riemann–Hadamard method
Application of Matrix Decompositions for Matrix Canonization matrix, are obtained. A method for evaluating the condition number of the canonization problem
Extracellular matrix markers and methods for their studyThe extracellular matrix (ECM) is a complex meshwork consisting mainly of proteins
Algebraic and trigonometric generalized interpolation of Hermite-Birkhoff type for operators defined on functional spaces and functions of matrix variable, and their applications of an arbitrary order, is constructed for operators on the set of matrices. Matrix analogues of the Leibniz
DYNAMIC EQUATIONS OF CONTROLLED MECHANICA L SYSTEM WITH REDUNDANT HOLONOMIC CONSTRAINTS spelled out and ascertained by proof. Method of obtaining the generalized inverse of a matrix is also
Integration of Highly Oscillatory Functions. The paper describes a quadrature method which adopts Chebyshev differential matrix to solve the ordinary
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
On the matrix equation for a spin 2 particle in pseudo-riemannian space-time, starting from the matrix equation in Minkowski space-time and extending it to generally covariant theory
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