10-20-2014 05:39 AM
Hello together,
i am looking for an alogrithm for computing the homogeneity of a 2D-point cloud. I want to know if the points are evenly distributed over a certain area or if there are clusters/accumulations of points.
Do you have an idea how to approach this?
greetings
M. Noll
10-20-2014 06:46 AM - edited 10-20-2014 06:46 AM
both dimensions must be homogenious -> chi square test
and no correlation ???
make a 2D histogram (bin the values in 'meaningful' sizes), square sum the diff to mean?
10-20-2014 11:33 PM
I'm no sure if i get you right, but by chi qauare test and 'square sum the diff to mean'(i.e standard deviation) you mean two different things or the same.
My first aproach was quite simmilar to what you said. I layed a grid over my test area and counted the points for each sector. then I ended up with an 2d-array of #/sector. The Standard deviation should give me a value how good the homogeneity is?
Thanks alot!
10-21-2014 10:42 AM
Hi Marvin,
if you're interested in the chi square test, have a look at the following VI:
http://zone.ni.com/reference/en-XX/help/371361L-01/gmath/contingency_table/
Best regards
Christian