Title of article :
Rao coefficients for the solution of convolution integral equations Original Research Article
Author/Authors :
S.O. Kastner، نويسنده ,
Issue Information :
دوهفته نامه با شماره پیاپی سال 2000
Pages :
4
From page :
286
To page :
289
Abstract :
For the solution h(x) of the convolution integral equation f(x)=∫−∞∞h(y)g(x−y) dy, given the kernel function g(x) and the convolution function f(x), J.S. Rao derived a useful expression h(x)=∑nanf(n)(x) in terms of recursively defined coefficients an. These coefficients are here explicitly evaluated up to order n=20 in terms of moments mi of the kernel function g(x), and numerically evaluated for two general forms of the normal distribution.
Keywords :
algorithms for , Data analysis , Spectral methods (computational analysis) , Integral equations , Deconvolution , Inversion
Journal title :
Computer Physics Communications
Serial Year :
2000
Journal title :
Computer Physics Communications
Record number :
1135371
Link To Document :
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