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A bilinear quadrature rule for the finite hankel transform

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1 Author(s)
Knockaert, L. ; Ghent Univ., Ghent

The finite Hankel transform of order zero is evaluated by means of a bilinear quadrature formula. By imposing conditions on the bilinear weight matrix, it is guaranteed that the finite Hankel transform is correct for the class of Fourier- Bessel functions and given interpolation points in the range of the Hankel transform. The algorithm only requires the solution of two linear equations.

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26-28 Sept. 2007

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