michael.aupetit at cea.fr
Thu Jul 3 10:50:06 PDT 2003
I need to interpolate segments instead of points in 2D.
These segments are the edges of the Delaunay triangulation of
a set P of points p_i in the plane.
To each of these segments ]p_i,p_j[, is associated a value f_ij
all along the segment)
A would like a fonction F(x,y) such that
F(x,y)=f_ij if M(x,y) is a point of the segment ]p_i,p_j[
(F is not defined at the points p_i because f_ik
may be different from f_ih whatever p_k and p_h linked to p_i
in the triangulation)
For F, I would like a smooth function (either piecewise linear
(0th order continuity evrywhere except on P), or
1st derivative continuity everywhere except on P).
I tryed to google "segment-interpolation" but it fails
to find something close to what I expect.
Do you know some work about the kind of interpolation I seek?
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