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I have a bit of data that looks like this:

data = {79., 79.1, 78.3, 78.6, 79., 77.2, 79.3, 79.3, "", "", 79.3, 76.6, \
79.3, 79.8, 78.4, 79., 78.4, 78.4, 79.4, 79.5, 79.4, 79.3, 79.2, \
79.2, 79.3, 79.6, "", 79.2, 79.3, 79., 79.1, 79.2}

I'm looking to do Linear Interpolation to fill in the missing data. The Interpolation functions with InterpolationOrder->1 seems to be just what I am looking for. But I can't figure out how to feed the data to the Interpolation function in order to get a a sensible result.

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up vote 17 down vote accepted

You have to provide the values of independent variable. Assuming that the points correspond to equidistant values of an independent variable, you can do this, for example:

int = 
   Select[Transpose[{Range[Length[data]], data}], NumericQ[Last[#]] &],
   InterpolationOrder -> 1

Of course, you may wish to scale the independent variable here in some way.

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Works perfectly, thank you! Looking at the solution it bugs me that I was soo close but couldn't quite put two and two together to get it right. – Mr Alpha May 1 '12 at 13:51
@MrAlpha Glad I could help! Thanks for the accept. – Leonid Shifrin May 1 '12 at 14:19

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