Can anyone describe to me in Layman's terms what kind of use topology has through applying techniques of persistent homology in data analysis? Can you give me some real life examples in which which this has been used with success?
[Math] Applications of Persistent Homology
algebraic-topologybig-listtopological-data-analysis
Best Answer
Identifying a subgroup of breast cancer is the most significant one that I know of.
But it has also been used to classify players in basketball, finding that there are thirteen types of players rather than the usual five positions they are grouped into, and to study swarming behavior in insects. I'm sure it has found countless other applications as well. Check out Ayasdi.