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Re: Integrating scattered data
From: |
Jordi Gutiérrez Hermoso |
Subject: |
Re: Integrating scattered data |
Date: |
Tue, 21 Aug 2007 12:38:03 -0500 |
On 21/08/07, Rupert Swarbrick <address@hidden> wrote:
> Being marginally more helpful, I notice that Octave forge has code for
> Delaunay triangulations, which might do what you need - if the surface
> isn't too steep, I suspect you could triangulate and then sum the areas
> under the triangles?
Yes, I mentioned the Delaunay triangulation in my original post, which
gives a linearly good approximation to the actual integral. I was
wondering if a quadratic approximation was feasible with current
Octave functions or if I'd have to write such a function myself.
Oh, and my surface is integrable, which means it's almost continuous.
;-) It's probably also as smooth as you could want it, but it's very
wavy. It is, in fact, a solution of the nonlinear shallow water wave
equations, without shocks.
- Jordi G. H.
Re: Integrating scattered data, Thomas Shores, 2007/08/21