Scilab exponential interpolation

[PLeonat]

Howard, I think you are way off in your thinking. I don't know who told you that interpolation only has to be simple, or only linear, or... but whoever it was, they were lying to you The complexity, accuracy, etc. of the interpolation is only limited by the knowledge of the user regarding the process and it can *definitely* be used to interpolate functions of higher than first degree.

I would recommend that you read up on the subject. There are a few sources posted here, but if you want, I can provide you with some more.

After you familiarize yourself with the concept, post back here so we can have an informed discussion.

[PLeonat]

Howard, I think you are way off in your thinking. I don't know who told you that interpolation only has to be simple, or only linear, or... but whoever it was, they were lying to you The complexity, accuracy, etc. of the interpolation is only limited by the knowledge of the user regarding the process and it can *definitely* be used to interpolate functions of higher than first degree.

I would recommend that you read up on the subject. There are a few sources posted here, but if you want, I can provide you with some more.

After you familiarize yourself with the concept, post back here so we can have an informed discussion.

BTW, here is a document that might help you.

[HowardE]

Howard, I think you are way off in your thinking. I don't know who told you that interpolation only has to be simple, or only linear, or... but whoever it was, they were lying to you The complexity, accuracy, etc. of the interpolation is only limited by the knowledge of the user regarding the process and it can *definitely* be used to interpolate functions of higher than first degree.

I would recommend that you read up on the subject. There are a few sources posted here, but if you want, I can provide you with some more.

After you familiarize yourself with the concept, post back here so we can have an informed discussion.

Sure, if you don't like what I post, then *I* need to familiarize myself with the concept and come back to discuss it

That's so typical of people who think they know better, but actually don't. I am plenty familiar with interpolating, trust me. And, I stand by what I said before, it's primarily good for getting estimates for processes that can be described by simple functions.

[JimCuren]

Howard, you post some funny stuff and I am not sure if you are doing just to get a rise from people, or you really don't understand this concept.

Oh, well. I'll leave it alone.

[PLeonat]

Jim, don't pay attention to him. Howard will find something negative in everything that's posted here. You know the type...

[KimChin]

Ditto!

Interpolation is misunderstood and misused by many, unfortunately

[JimCuren]

Interpolation is misunderstood and misused by many, unfortunately

And so is regressions (they go hand-in-hand).

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