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Algorithm for calculating interpolation Hermite polynomials in d-dimensional hypercube in the analytical form in the standard d -dimensional hypercube is presented. The basis functions of finite elements are polynomials

CREATIVE IMAGINATION IN THE DIGITAL AGE = DISCOVERY

Symbolic-Numerical Algorithms for Solving Elliptic Boundary-Value Problems Using Multivariate Simplex Lagrange Elements the self-adjoint elliptic boundary-value problem in a d-dimensional polyhedral finite domain, using

Tensor Calculus in Digital Colorimetry and measurement channel with the appearance of the phenomenon of a color covariance hypercube requiring a

Hermite Interpolation Polynomials on Parallelepipeds and FEM Applications interpolation polynomials (HIPs) inside a d-dimensional hypercube as a product of d pieces of one-dimensional

Construction of Multivariate Interpolation Hermite Polynomials for Finite Element Method in a multidimensional hypercube is presented. These polynomials are determined from a specially

A soil sampling design for arable land quality observation by using SPCOSA–CLHS hybrid approach hybrid sampling method spatial coverage sampling and random sampling–conditioned Latin hypercube sampling

Многомерные кубатуры на последовательностях СоболяCalculation of the multidimensional cubatures in unit hypercube is a complex problem of numerical

Криптографические слабости алгоритмов типа "гиперкуб"Flaws of hypercube-like ciphers

О единственности минимального реберного 1-расширения гиперкуба Q4About uniqueness of the minimal 1-edge extension of hypercube Q4

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