2 citations · 4 across the 3 of their papers we have counts for
4 papers
Flag Bicolorings, Pseudo-Orientations, and Double Covers of Maps
Hiroki Koike, Daniel Pellicer, Miguel Raggi +1
This paper discusses consistent flag bicolorings of maps and maniplexes, in their own right and as generalizations of orientations and pseudo-orientations. Furthermore, a related d…
Regular Polygonal Complexes in Space, II
Daniel Pellicer, Egon Schulte
Regular polygonal complexes in euclidean 3-space are discrete polyhedra-like structures with finite or infinite polygons as faces and with finite graphs as vertex-figures, such tha…
The topology of the minimal regular cover of the Archimedean tessellations
Thierry Coulbois, Daniel Pellicer, Miguel Raggi +2
In this article we determine, for an infinite family of maps on the plane, the topology of the surface on which the minimal regular covering occurs. This infinite family includes a…
Regular Polygonal Complexes in Space, I
Daniel Pellicer, Egon Schulte
A polygonal complex in euclidean 3-space is a discrete polyhedron-like structure with finite or infinite polygons as faces and finite graphs as vertex-figures, such that a fixed nu…