This could be worth a ticket?
On Sunday, October 11, 2015 at 10:27:07 AM UTC-4, Lubomir Dechevsky wrote:
>
> Here is one suggestion for a general solution in SAGE to the problem about
> generating arbitrary meshes of curves on surfaces in 3D or of curves and/or
> surfaces in 3D-volume deformatio
Here is one suggestion for a general solution in SAGE to the problem about
generating arbitrary meshes of curves on surfaces in 3D or of curves and/or
surfaces in 3D-volume deformations (i.e.,
(x=fx(u,v,w),y=fy(u,v,w),z=fz(u,v,w)), which includes also 3D-scalar fields
(i.e., t=f(x,y,z), t is a
Thanks, I'll try to get a look at it. This appears to be what I
needed to find. No promises, as I'm pretty swamped, but now I have
somewhere to start.
Jonathan
On Nov 3, 1:02 am, Jason Grout wrote:
> Jonathan wrote:
> > Jason,
> > I think this is a great idea. As I use Sage a bit in my te
Jonathan wrote:
> Jason,
> I think this is a great idea. As I use Sage a bit in my teaching,
> it would be nice to have a primitive with separate items for axes,
> axes' labels, axes scale (the numbers on the axes). Then buttons
> could be added to turn these on and off at the user request. I
Jason,
I think this is a great idea. As I use Sage a bit in my teaching,
it would be nice to have a primitive with separate items for axes,
axes' labels, axes scale (the numbers on the axes). Then buttons
could be added to turn these on and off at the user request. If some
things can be passe
