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Re: [help-3dldf] Re: button-hole problem
From: |
Laurence Finston |
Subject: |
Re: [help-3dldf] Re: button-hole problem |
Date: |
Sun, 24 Apr 2005 17:43:39 +0200 |
User-agent: |
IMHO/0.98.3+G (Webmail for Roxen) |
-------------------
> On Sun, 24 Apr 2005, Laurence Finston wrote:
> > Shearing (an affine transformation)
> > can make an ellipse non-elliptical, but since it remains a closed curve,
it is
> > neither a parabola or a hyperbola. Is there a name for this kind of
curve?
>
> Ellipse.
Point taken. I'll have to try this and see what it looks like. I imagined it
differently.
> > And is there a way of finding out _what_ curve the projection the
projection
> > of a conic section is, i.e., finding an implicit or parametric equation to
> > describe it?
>
> Of course: project six points and solve ax2+by2+cxy+dx+ey+f=0.
I'll have to look up how to do this. I think there's a way to do it with
matrices.
> But be "carefull" out there
I will. Those stellated icosahedra have sharp points.
Thanks.
Laurence
- [help-3dldf] Re: button-hole problem, Laurence Finston, 2005/04/22
- Re: [help-3dldf] Re: button-hole problem, Laurence Finston, 2005/04/23
- Re: [help-3dldf] Re: button-hole problem, Martijn van Manen, 2005/04/23
- Re: [help-3dldf] Re: button-hole problem, L. Nobre G., 2005/04/24
- Re: [help-3dldf] Re: button-hole problem,
Laurence Finston <=
- [help-3dldf] Re: button-hole problem, Laurence Finston, 2005/04/24
- [help-3dldf] Re: button-hole problem, Laurence Finston, 2005/04/24
- [help-3dldf] Re: button-hole problem, Peter Vanroose, 2005/04/26
- [help-3dldf] Re: button-hole problem, Peter Vanroose, 2005/04/27
- [help-3dldf] Re: button-hole problem, Peter Vanroose, 2005/04/27