Geometric realization of a projective triangulation with one face removed
C. Paul BonningtonAtsuhiro Nakamoto, Kyoji Ohba · 2006
Let M be a map on a surface F 2 . A geometric realization of M is an embedding of F 2 into a Euclidian 3space R 3 with no self-intersection such that each face of M is a flat polygon. In our talk, we shall prove that every triangulation G on the projective plane has a