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- Subject: Re: Integer Sine tables?
- References: <4glqbd$4ab@nnrp1.news.primenet.com> <4gpbi1$3i5@maureen.teleport.com> <1996Feb26.162410.27523@imada.ou.dk> <4gvq0q$qqd@maureen.teleport.com>
- X-Newsreader: TIN [version 1.2 PL2]
- Path: imada.ou.dk!breese
- From: breese@imada.ou.dk (Bjorn Reese)
- Message-ID: <1996Mar1.143114.9104@imada.ou.dk>
- Sender: news@imada.ou.dk
- Nntp-Posting-Host: wagner.imada.ou.dk
- Organization: Dept. of Math. & Computer Science, Odense University, Denmark
- Date: Fri, 1 Mar 1996 14:31:14 GMT
- Newsgroups: comp.sys.amiga.programmer
-
- Stephan Schaem (sschaem@teleport.com) wrote:
- > But this is not what I had in mind when I was saying incremental
- > function to build a sin table... this function will return the actual
-
- Ahh... ok, got it :)
-
- > speaking of math... any idea how to find an aproximation of the curve
- > y = 1/(1/x) = x^2 using an incremental methode like: y = x+a , a+=b ?
- ^^^^^^^^^^^^^
- erhhh... ? :)
-
- > (its just that its in my head right at this moment and I'm blank :)
-
- You may want to have a look at Forward Differencing as described in
- the chapter on splines in Foley & van Dam. (don't have the book here
- to give an exact reference)
-
- --
- Bjorn Reese Email: breese@imada.ou.dk
- Odense University, Denmark URL: http://www.imada.ou.dk/~breese
-
- "It's getting late in the game to show any pride or shame" - Marillion
-