I think Stern-Brocot trees are one of the most under-appreciated things in all of mathematics, and think there is a TON still to unpack here (For instance, the conceptual "meaning" of Euler's number e has a wild interpretation in the tree and I don't think its well understood)

Im working on some code to better help visualize these things, as to my knowledge, they've only been written by hand before. Working on an n-dimensional tree next. If you want to help heres the github

Director @coinbase

Github.com/jconorgrogan

 math experiments/musings or crypto/base and the absurdity of our industry

To give a quick example why it's cool: you can find Phi, the golden ratio

Simply start at 1/1 go right, then left, then right down the tree(and repeat forever as long as you want). The "operation space" of this number is simply the oscillation of R and L; and this gets you Fib sequence too!

Im working on some code to better help visualize these things, as to my knowledge, they've only been written by hand before. Working on an n-dimensional tree next. If you want to help heres the github https://github.com/jconorgrogan/Stern-Brocot-Tree-exploration