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A highly accurate Jacobi collocation algorithm for systems of high‐order linear differential–difference equations with mixed initial conditions - MaRDI portal

A highly accurate Jacobi collocation algorithm for systems of high‐order linear differential–difference equations with mixed initial conditions (Q3462597)

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A highly accurate Jacobi collocation algorithm for systems of high‐order linear differential–difference equations with mixed initial conditions
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    A highly accurate Jacobi collocation algorithm for systems of high‐order linear differential–difference equations with mixed initial conditions (English)
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    15 January 2016
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    system of linear differential-difference equations of second degree
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    method of collocation
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    system of orthogonal polynomials
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    accuracy of the results
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    numerical result
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    quadrature formulas of Gauss
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    Chebyshev polynomials
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    Legendre polynomials
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