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Fourier series for the multidimensional-matrix functions of the vector variable) polynomials is developed. The known results from the theory of the orthogonal polynomials of the vector

Characterization of Polynomially Complete Quasigroups based on Latin Squares for Cryptographic TransformationsCharacterization of Polynomially Complete Quasigroups based on Latin Squares for Cryptographic

On Latin squares of polynomially complete quasigroups and quasigroups generated by shiftsOn Latin squares of polynomially complete quasigroups and quasigroups generated by shifts

Hypergeometric Series and the Mellin-Barnes Integrals for Zeros of a System of Laurent Polynomials system of Laurent polynomials. Also we give a hypergeometric series for these zeros

Piecewise Polynomial Aggregation as Preprocessing for Data Numerical Modeling the piecewise polynomial models. A suitable example of such approach is the spline. The authors show

Piecewise Polynomial Aggregation as Preprocessing for Data Numerical Modeling polynomial models. A suitable example of such approach is the spline. The authors show that their approach

Determination of the polynomial uniformizing a given compact Riemann surfaceAn approximate method for finding the polynomial uniformizing a given Riemann surface is proposed

Polynomial Greatest Common Divisor as a Solution of System of Linear Equations to the greatest common divisor (GCD) computation of two polynomials based on Bezout’s identity. This approach

Algorithms of parametric estimation of polynomial trend models of time series on discrete transforms of estimation algorithms of polynomial trend models' parameters of time series. Algorithms evaluate polynomial

The Number of 2-dominating Sets, and 2-domination Polynomial of a Graph consider a polynomial which is the generating function for the number of $$2$$-dominating sets of $$G

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