Recent content by Cook_Me_Plox

How can I figure that out for three triangles or more? Or for K6 and above? Or for something more complicated than triangles?

Thank you, that's what I was looking for. I also want to find out if there's a computationally easy way to generalize this for combinations of three or more. The sets were determined by labeling the edges of a 5-vertice complete graph from 1-10 and writing down each set of edges that created a...

Hi, sorry if this is in the wrong section. Some of the stuff in this section is way over my head anyway. I have 10 sets of 3 numbers ranging from 1 to 10. They are interesting in that each number appears three time, no number appears twice in the same set, and no two numbers appear together in...