James
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Registered: 1st Jun 02
Location: Surrey
User status: Offline
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Have we got any hardcore maths people on here?
Anyone know if Cubic Interpolation is the same as Cubic Spline Interpolation?
Need to familiarise myself with the latter for work.
Just watched this but not sure if it's the same thing?
http://www.youtube.com/watch?v=EtzlEA9MIwI
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Ian
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Registered: 28th Aug 99
Location: Liverpool
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Got to love quality teaching.
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emicen
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Registered: 26th Jul 10
Location: Glasgow
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quote: Originally posted by James
Have we got any hardcore maths people on here?
Anyone know if Cubic Interpolation is the same as Cubic Spline Interpolation?
Need to familiarise myself with the latter for work.
Just watched this but not sure if it's the same thing?
http://www.youtube.com/watch?v=EtzlEA9MIwI
Never heard of cubic interpolation tbh.
Spline interpolation is just applying lower order polynomials to subsets of data points as higher order polynomials introduce erroneous results. Cubic spline interpolation = using 3rd order polynomials to connect each pair of data points.
Dunno if that helps / sounds what you're meant to be looking at?
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emicen
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Registered: 26th Jul 10
Location: Glasgow
User status: Offline
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(Don't have a decent enough data signal to view the youtube link)
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James
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Registered: 1st Jun 02
Location: Surrey
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quote: Originally posted by Ian
Got to love quality teaching.
I've actually watched a few of that guy's videos and TBH I think they are quite good.
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emicen
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Registered: 26th Jul 10
Location: Glasgow
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Hold up, dug out a maths book. No, not the same it seems.
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Dom
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Registered: 13th Sep 03
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Maths is rusty as hell regarding interpolation but id recommend you having a look on physicsforums.com; has helped me loads in the past.
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Ian
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Registered: 28th Aug 99
Location: Liverpool
User status: Offline
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quote: Originally posted by James
I've actually watched a few of that guy's videos and TBH I think they are quite good.
I'm being over-critical because I'm not well up on it. But he spent time explaining algebraic substitutions and percentage error in the approximations, but not some of the more difficult concepts. Guess it helps to have already had some exposure to it.
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