AbstractUsing the operations of face splitting and its dual, vertex splitting, one can generate all of the triangulations of the projective plane from two minimal triangulations. One of the minimal triangulations is the familiar embedding of the complete graph on 6 vertices. The other is a triangulation with 7 vertices
AbstractThis article focuses on a combinatorial structure specific to triangulated plane graphs with...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
We present two versions of a method for generating all triangulations of any punctured surface in ea...
AbstractUsing the operations of face splitting and its dual, vertex splitting, one can generate all ...
AbstractThe triangulations of the torus can be generated from a set of 21 minimal triangulations by ...
AbstractWe find a set of seven complexes such that the projective plane polyhedral maps can be gener...
AbstractA “rooted” plane triangulation is a plane triangulation with one designated vertex on the ou...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
AbstractA “rooted” plane triangulation is a plane triangulation with one designated vertex on the ou...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
AbstractIn this paper, we shall prove that any two triangulations on the projective plane with n ver...
AbstractThis article focuses on a combinatorial structure specific to triangulated plane graphs with...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
We present two versions of a method for generating all triangulations of any punctured surface in ea...
AbstractUsing the operations of face splitting and its dual, vertex splitting, one can generate all ...
AbstractThe triangulations of the torus can be generated from a set of 21 minimal triangulations by ...
AbstractWe find a set of seven complexes such that the projective plane polyhedral maps can be gener...
AbstractA “rooted” plane triangulation is a plane triangulation with one designated vertex on the ou...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
AbstractA “rooted” plane triangulation is a plane triangulation with one designated vertex on the ou...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
This thesis presents some results on vertex-minimal (simplicial) triangulations of manifolds. We ar...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
AbstractIn this paper, we shall prove that any two triangulations on the projective plane with n ver...
AbstractThis article focuses on a combinatorial structure specific to triangulated plane graphs with...
Finding vertex-minimal triangulations of closed manifolds is a very difficult problem. Except for sp...
We present two versions of a method for generating all triangulations of any punctured surface in ea...