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[umax1,hu,umin,hl]=inter(umax... umax =upper de integration limit; -umax=lower de integration limit
[x,dvdu]=de(a,b,u);
sum=cpv(a,b,x0,n); Evaluates the CPV integral of a user supplied function phi(x)
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Hilbertf

06 Feb 2007 (Updated 06 Feb 2007)

Evaluates the Cauchy Principal Value integral over a finite interval

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Description	The Cauchy Principal Value Integral of a user supplied function (also known as the Finte Hilbert Transform) is evaluated by a Double Exponential quadrature. This is just a trapezoidal integration after a change of variable. The quadrature points are chosen symmetrically around the point of evaluation in the new variable. Coding is due to Mohankumar and Natarajan.
MATLAB release	MATLAB 5.3 (R11)

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Everyone's Tags	cauchy principal value integral, finite hilbert transform, integration, math
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Tag	Applied By	Date/Time
integration	mohankumar nandagopal	22 Oct 2008 08:59:50
cauchy principal value integral	mohankumar nandagopal	22 Oct 2008 08:59:50
finite hilbert transform	mohankumar nandagopal	22 Oct 2008 08:59:50
math	mohankumar nandagopal	22 Oct 2008 08:59:50