You have some ways to draw 2D curves in 3 variables f(x,y,z)
1.parametrize curve with two variables u,v with x = x(u,v); y = y(u,v); z =
z(u,v) then f(x,y,z) = F(u,v)
this can be done for many curves
2.use N discrete values for z and plot N curves f1(x,y) = f(x,y,z1), ...,
fN(x,y) = f(x,y,z
Assume A = time, B = frequency and C = intensity.
Doing 2D plot should be possible.
Best regards,
Sami
On Wednesday, 21 October 2009 18:43:54 UTC+3, kcrisman wrote:
>
> Dear Sami,
>
> Unfortunately, your request is somewhat vague. In general, it is not
> possible to visualize the graph of a f
Dear Sami,
Unfortunately, your request is somewhat vague. In general, it is not
possible to visualize the graph of a function of three variables,
though one could do level surfaces with some sort of implicit plot,
e.g.
sage: var('A,B,C')
(A, B, C)
sage: implicit_plot3d(sin(A)*cos(B)+sin(B)*cos(
