What's the name of a planar graph in which every (inner) face has the same number $k$ of vertices? Something like $k$-uniform planar graph?
And is there a name for planar graphs in which every face has at most $k$ vertices?
What's the name of a planar graph in which every (inner) face has the same number $k$ of vertices? Something like $k$-uniform planar graph?
And is there a name for planar graphs in which every face has at most $k$ vertices?