Incidence relation for primes of a global function field
Volume 121 / 2020
Banach Center Publications 121 (2020), 45-51
MSC: 11G20, 11R65, 11R45, 14C22, 05C40.
DOI: 10.4064/bc121-4
Abstract
We show that primes of any global function field (of characteristic $\not =2$ and containing a square root of $-1$) form a connected graph of diameter $2$. This fact generalizes our earlier result concerning the graph of even points.
