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Development of methods for solving the tasks of the continium linear programming using Legendre polynomials. The purpose of the work is to develop accurate methods of solving the problem in the class of Legendre
A numerical approach based on ln-shifted Legendre polynomials for solving a fractional model of pollution approach based on ln-shifted Legendre polynomials is proposed to solve the considered fractional model
Sharp constants in one-dimensional Poincaré-type inequalitiesLegendre polynomial
On Calculation of Bending of a Thin Orthotropic Plate Using Legendre and Chebyshev Polynomials of the First Kind in the paper. The solution is obtained using the Legendre and Chebyshev polynomials of the
first kind
Flow polynomials as Feynman amplitudes and their α-representation conjectured in 1997 that the number of nonzero values of s(α, G) is a polynomial in q for all graphs
Hyperelliptic curves, Cartier-Manin matrices and Legendre polynomials of corresponding Cartier — Manin matrices are Legendre polynomials. As a consequence, the matrices
Hyperelliptic curves, Cartier - Manin matrices and Legendre polynomials that the coefficients of the corresponding Cartier — Manin matrices for the curves in this form are Legendre polynomials
Flow polynomials as Feynman amplitudes and their α-representation conjectured in 1997 that the number of nonzero values of s(α, G) is a polynomial in q for all graphs
Development of methods for solving the tasks of the continium linear programming using Legendre polynomials. The purpose of the work is to develop accurate methods of solving the problem in the class of Legendre
Вычисление коэффициента ослабления звукового поля сферического излучателя проницаемой сферической оболочкойdual series equations for Legendre polynomials
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