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Differentiating Interpolation Functions -- "Delaunay" Interpolation

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  • Subject: [mg129574] Differentiating Interpolation Functions -- "Delaunay" Interpolation
  • From: JCW <Please.No.EMail at>
  • Date: Sat, 26 Jan 2013 01:37:15 -0500 (EST)
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Although I can form a partial-derivative function from an ordinary interpolation function with dD[x_,y_]=N@D[f[x,y],x], I cannot figure out how to to anything similar with Interpolation[...,Method->"Delaunay"] from the Obtuse package.  Part of the problem **might** be that the Delaunay interpolation function requires it's arguments to be in curly brackets, but I tried to get around that by defining a "helper" function that has ordinary arguments and feeds them to Delaunay in brackets -- no joy.  (I'm running Mathematica 7, so I had to download and install the free package from Ingolf Dahl's site.)  Any suggestions? -- JCW

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