Graph morphing patches/externals?

Jun 24, 2008 at 2:30am

Graph morphing patches/externals?

#38558
Jun 24, 2008 at 6:22am

Is something like Oli Larkin’s int.lib what you want:

http://www.olilarkin.co.uk/index.php?p=max#il

?

#134586
Jun 24, 2008 at 7:44am

Hi Martin,
Ironically, I’m using int.lib to do all sorts of preset interpolation, and
one of the things I’d like to include within a preset would be a trajectory.
Now, I could create trajectories as bsplines and put the x y coords of the
control points under int.lib control, however what I really want to do is
allow interpolation between fairly arbitrary trajectories (that might be
drawn by hand). The hand-drawn trajectories would still have to be planar
graphs, but I’m anticipating that they’d be much easier/natural to create
than fiddling about with control points. The price of that freedom will come
at some extra effort in the interpolation side. Perhaps if I could convert
the hand-drawn trajectory to a close approximation by vectorisation (a la
Flash and/or Illustrator) I’d be able to put it into int.lib….. Not sure
if I’m hoping for too much at this stage….

On Tue, Jun 24, 2008 at 4:22 PM, Martin Robinson <
martinrobinson_mail@yahoo.co.uk> wrote:

>
> Is something like Oli Larkin’s int.lib what you want:
>
> http://www.olilarkin.co.uk/index.php?p=max#il
>
> ?
>
> –
> martin robinson
> max/msp java c
> installations/performance and systems
>

#134587
Jun 24, 2008 at 1:39pm

Mark Pedersen schrieb:
> Perhaps if I could convert the hand-drawn trajectory to a close
> approximation by vectorisation (a la Flash and/or Illustrator) I’d be
> able to put it into int.lib…..

I guess that is the only option I can imagine. A trjectory is already an
interpretation of a picture…

Stefan


Stefan Tiedje————x——-
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#134588
Jun 24, 2008 at 1:54pm

Emmanual Jourdan has a great break point function that does curves and supports pattr interpolation. It should be able to do the things you are talking about.

http://www.e–j.com/sphpblog/static.php?page=ejies-function&PHPSESSID=49f97f064ef3c4936b1b3766554f3640

#134589

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