AbstractIn this paper, we show that any two even triangulations on the same closed surface with the same and sufficiently large number of vertices can be transformed into each other by a sequence of two specifically defined deformations called an N-flip and a P2-flip, up to homeomorphism, if they have the same homological structure
This paper studies the tricolorations of edges of triangulations of simply connected orientable surf...
AbstractWe determine the complete list of the irreducible outer-Klein-bottle triangulations, and we ...
Given two combinatorial triangulations, how many edge flips are necessary and sufficient to convert ...
AbstractIn this paper, we show that any two even triangulations on the torus with the same and suffi...
AbstractIn this paper, we show that any two even triangulations on the same closed surface with the ...
AbstractConsider a class P of triangulations on a closed surfaceF2, closed under vertex splitting. W...
AbstractIt will be shown that any two triangulations on a closed surface, except the sphere, with mi...
AbstractIn this paper, we show that any two even triangulations on the torus with the same and suffi...
AbstractIt will be shown that any two triangulations of a closed surface can be transformed into eac...
AbstractNegami has already shown that there is a natural number N(F2) for any closed surface F2 such...
We show that any two outer-triangulations on the same closed surface can be transformed into each ot...
AbstractIn this paper we shall show that any two bipartite quadrangulations of a closed surface can ...
AbstractIn this paper, we shall prove that any two triangulations on the projective plane with n ver...
AbstractAny two triangulations of a closed surface with the same number of vertices can be transform...
AbstractAn outer-torus triangulation G with n vertices is a fixed embedding of a simple graph on the...
This paper studies the tricolorations of edges of triangulations of simply connected orientable surf...
AbstractWe determine the complete list of the irreducible outer-Klein-bottle triangulations, and we ...
Given two combinatorial triangulations, how many edge flips are necessary and sufficient to convert ...
AbstractIn this paper, we show that any two even triangulations on the torus with the same and suffi...
AbstractIn this paper, we show that any two even triangulations on the same closed surface with the ...
AbstractConsider a class P of triangulations on a closed surfaceF2, closed under vertex splitting. W...
AbstractIt will be shown that any two triangulations on a closed surface, except the sphere, with mi...
AbstractIn this paper, we show that any two even triangulations on the torus with the same and suffi...
AbstractIt will be shown that any two triangulations of a closed surface can be transformed into eac...
AbstractNegami has already shown that there is a natural number N(F2) for any closed surface F2 such...
We show that any two outer-triangulations on the same closed surface can be transformed into each ot...
AbstractIn this paper we shall show that any two bipartite quadrangulations of a closed surface can ...
AbstractIn this paper, we shall prove that any two triangulations on the projective plane with n ver...
AbstractAny two triangulations of a closed surface with the same number of vertices can be transform...
AbstractAn outer-torus triangulation G with n vertices is a fixed embedding of a simple graph on the...
This paper studies the tricolorations of edges of triangulations of simply connected orientable surf...
AbstractWe determine the complete list of the irreducible outer-Klein-bottle triangulations, and we ...
Given two combinatorial triangulations, how many edge flips are necessary and sufficient to convert ...