Hi, sorry another trivial case I thought perhaps worth checking.
We end up using gf ≤ 2e to assess whether or not any given graph is planar, with g being the girth.
Acyclic graphs are considered to have infinite girth. It seems a graph like a tree or a single vertex would be considered planar but not satisfy the proof?
Hi, sorry another trivial case I thought perhaps worth checking.
We end up using gf ≤ 2e to assess whether or not any given graph is planar, with g being the girth. Acyclic graphs are considered to have infinite girth. It seems a graph like a tree or a single vertex would be considered planar but not satisfy the proof?
Thanks, Enjoying the book!