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Intersection of an equation and discrete points.

by maistral
Tags: discrete, equation, intersection, points
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Mar26-14, 06:19 AM
P: 78
How do you calculate the intersection of discrete data points and an equation?

Actually I have two ways already, one is to just take the equation of the discrete points then solve it using a root-finding technique. The other would be substituting the x values of the discretized points to the equation, then comparing the y values of the discretized points and the calculated y values from the equation; they should be close (if not totally similar). While this method seems to work, it isn't... exactly possible in my situation.

Is there any other way to do this?

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Mar26-14, 07:23 PM
P: 1
When I faced this problem, I used the root-finder implemented in programs like Mathematica, matlab, etc. This way is very easy and pragmatic. This is the link for FindRoot coomand in Mathematica.

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