Math:
$XY=c$
Let $X=m(r)$
Let $Y=r(m)$
$c=constant$
m(r) is a function of r, $m={c\over r}$
r(m) is a function of m, $r={c\over m}$
What can mathematically be said about all the solutions to this type of equation? A product of two variables is a constant?
Time for math.
#Math
more later about this brief post,
- mr
Some related work here:
http://www.stumblingrobot.com/2016/02/22/find-the-orthogonal-trajectories-of-the-family-xy-c/
And, example #2 here:
&
Quantized levels might look something like this, however, it must be reviewed:
The Surfer, OM-IV
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