Bending the Bruhat-Tits tree. Part II. The p-adic BTZ black hole and local diffeomorphism on the Bruhat-Tits tree

A bstract In this sequel to [1], we take up a second approach in bending the Bruhat-Tits tree. Inspired by BTZ black hole connection, demonstrate that one can transplant it tree, at cost of defining novel “exponential function” on p-adic numbers is hinted BT We PGL(2 , Q p ) Wilson lines [2] evaluated analogue connection indeed consistent with correlation functions CFT finite temperatures. these results match tensor network reconstruction AdS/CFT different cutoff surface asymptotic boundary, and give explicit coordinate transformations relate background “pure” tree background. This an interesting demonstration despite purported lack descendents CFTs, there exists non-trivial local Weyl corresponding diffeomorphism