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Re: stack smashing detected
From: |
Benkő Pál |
Subject: |
Re: stack smashing detected |
Date: |
Fri, 26 Apr 2019 20:05:58 +0200 |
Thomas Morley <address@hidden> ezt írta (időpont: 2019. ápr.
25., Cs, 18:57):
> > > So usually your goals would be better served by
> > > allowing _multiple_ cubic beziers in a row with suitable continuity of
> > > derivatives (and thus some aspects of the control points) provided
> > > automagically.
> >
> > which is called B-splines. is it possible to use (cubic) B-splines
> > directly?
>
> B-splines are also mentioned in one of the linked sources, but
> currently can't deal with them. I'll continue exploring ;)
it's well worth exploration; otherwise you'll just end up with something poorer.
the book I learned Bézier and B-splines from:
http://www.cin.ufpe.br/~mdlm/files/Farin-5a_edicao.pdf
- stack smashing detected, Thomas Morley, 2019/04/25
- Re: stack smashing detected, David Kastrup, 2019/04/25
- Re: stack smashing detected, Benkő Pál, 2019/04/25
- Re: stack smashing detected, David Kastrup, 2019/04/25
- Re: stack smashing detected, Thomas Morley, 2019/04/25
- Re: stack smashing detected, David Kastrup, 2019/04/25
- Re: stack smashing detected,
Benkő Pál <=
- Re: stack smashing detected, Andrew Bernard, 2019/04/27
- Re: stack smashing detected, Benkő Pál, 2019/04/27
- Re: stack smashing detected, Thomas Morley, 2019/04/28
- Re: stack smashing detected, Benkő Pál, 2019/04/28
Re: stack smashing detected, Thomas Morley, 2019/04/25
Re: stack smashing detected, Karlin High, 2019/04/25