0
$\begingroup$

I'm not so sure I'm using the right terms in this question, but I will try to explain: Say I have a 3d surface, x axis and y are positives, z goes from 0-1. That surface has many "basins"(??), i.e. areas where all points go to a minima, and "mountains" i.e areas where all points go to a maxima. My questions are:

If I understand correctly, the minima of such a "pit" is the attractor, and the area around it where all points are starting to "move" toward this minima is the basin of attraction.

A. Is that correct ?

B. I want to find the radius of these basins, and their depth, How can I do that ?

I hope it makes sense.... Thanks, matlabit.

  • 0
    This sounds like the problem of [watershed segmentation](http://en.wikipedia.org/wiki/Watershed_%28image_processing%29).2012-10-31

0 Answers 0