Add to ORKGA regular map is a surface together with an embedded graph, having properties similar to those of the surface and graph of a platonic solid. We analyze regular maps with reflection symmetry and a graph of density strictly exceeding 1/2, and we conclude that all regular maps of this type belong to a family of maps naturally defined on the Fermat curves x^n+y^n+z^n=0, excepting the one corresponding to the tetrahedron
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a tiling of a closed surface into faces, bounded by edges that join pairs of vertic...
A regular map is a surface together with an embedded graph, having properties similar to those of th...
A regular map is a surface together with an embedded graph, having properties similar to those of th...
A regular map is a surface together with an embedded graph, having properties similar to those of th...
Preface Regular maps and hypermaps are cellular decompositions of closed sur-faces exhibiting the hi...
a map, that is, a cellular embeding of a gaph on a surface, may admit symmetries such as rotations a...
A regular surface is a closed genus g surface defined as the tubular neighbourhood of the edge graph...
1 Introduction A map is an embedding of a finite connected graph into a surface (a compact real 2- d...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
In this thesis we use triangle groups and their subgroups to investigate properties of hypermaps. Th...
AbstractA map is a cell decomposition of a closed surface; it is regular if its automorphism group a...
AbstractIn the paper is developed a common generalization of two methods of construction of regular ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a tiling of a closed surface into faces, bounded by edges that join pairs of vertic...
A regular map is a surface together with an embedded graph, having properties similar to those of th...
A regular map is a surface together with an embedded graph, having properties similar to those of th...
A regular map is a surface together with an embedded graph, having properties similar to those of th...
Preface Regular maps and hypermaps are cellular decompositions of closed sur-faces exhibiting the hi...
a map, that is, a cellular embeding of a gaph on a surface, may admit symmetries such as rotations a...
A regular surface is a closed genus g surface defined as the tubular neighbourhood of the edge graph...
1 Introduction A map is an embedding of a finite connected graph into a surface (a compact real 2- d...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
In this thesis we use triangle groups and their subgroups to investigate properties of hypermaps. Th...
AbstractA map is a cell decomposition of a closed surface; it is regular if its automorphism group a...
AbstractIn the paper is developed a common generalization of two methods of construction of regular ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a symmetric tiling of a closed surface, in the sense that all faces, vertices, and ...
A regular map is a tiling of a closed surface into faces, bounded by edges that join pairs of vertic...