I've recently begun trying to define the heuristic that I unconsciously use when interrelating and transforming people/objects/concepts with each other and was surprised when a few other people related to my description last month in this thread: http://www.typologycentral.com/forum...ml#post2300067
I've been trying to figure out a way to improve NMR spectroscopy (just cause, I dunno) after borrowing a book from my OChem professor, and in following the wiki trail, I've stumbled across Tomography and logic puzzles. In my wiki hopping, I happened across a branch of geometry that is so very very close to the images I see in my head when people talk and I try to make sense of what's "between the lines" of what they're saying. I typically don't see what's being said, in favor of what I can feel and see in the spaces between. Or I guess, in the language of this article: Discrete geometry - Wikipedia, the free encyclopedia the "discrete sets" between.
Anybody else experience this/interested in figuring out how to more precisely map these intuitions in discrete graphs? I'm going to try to apply myself to this, and other areas of math involving complex systems, but I've only just begun scratching the surface of being able to strengthen my intuition in this area. Here is a fun game I've started playing to help me get a better working memory for emergence and complexity: Nonograms