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S-consistent difference approximations to PDEs and a new such approximation to Navier-Stokes equationsS-consistent difference approximations to PDEs and a new such approximation to Navier
In Memory of Vladimir GerdtCenter for Computational Methods in Applied Mathematics of RUDN, Professor V.P. Gerdt, whose
Symbolic Algorithm for Generating the Orthonormal Bargmann–Moshinsky Basis for SU(3) GroupA symbolic algorithm which can be implemented in any computer algebra system for generating
Symbolic-Numerical Algorithm for Large Scale Calculations the Orthonormal SU(3) BM BasisIn this paper we proposed a new symbolic, non-standard recursive and fast orthonormalization
Construction of a New Implicit Difference Scheme for 2D Boussinesq Paradigm EquationGiven an orthogonal and uniform solution grid with equal spatial grid sizes, we construct a new
Construction of a New Implicit Difference Scheme for 2D Boussinesq Paradigm EquationGiven an orthogonal and uniform solution grid with equal spatial grid sizes, we construct a new
Teleportation of the Bell States on IBM Q Computers Under Their Hardware Errors the dynamics of the output probabilities on the processor IBM Q Yorktown within one and a half years of our use
Construction of Multivariate Interpolation Hermite Polynomials for Finite Element MethodA new algorithm for constructing multivariate interpolation Hermite polynomials in analytical form
Algorithmic approach to strong consistency analysis of finite difference approximations to PDE systemsFor a wide class of polynomially nonlinear systems of partial differential equations we suggest
Модель формирования профессионально-творческого потенциала студентов творческих профессий educational organizations, on the basis of which the authors suggest a model that provides better students
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