Regular map (graph theory)

Known as: Regular, Regular map (geometry)

In mathematics, a regular map is a symmetric tessellation of a closed surface. More precisely, a regular map is a decomposition of a two-dimensional…

Papers overview

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2017

For finitely generated groups $H$ and $G$, we observe that $H$ admits a translation-like action on $G$ implies there is a regular…

2015

This is another proof of the same result in [9]. Let $X_0$ be a generic quintic hypersurface in $\mathbf P^4$ over $\mathbb C…

2014

In this work we prove constructively that the complement ${\mathbb R}^n\setminus{\mathcal K}$ of an $n$-dimensional unbounded…

2011

Abstract It is well known that there are 17 crystallographic groups that determine the possible tessellations of the Euclidean…

2010

This report is a documentation of my trial-and-error design process to find a symmetrical embedding of the regular map R5.13 on a…

2007

A subgroup G of automorphisms of a graph X is said to be 1 2-transitive if it is vertex and edge but not arc-transitive. The…

2004

Let G be a finite group. A G-variety X is an algebraic variety with a regular G-action; X is faithful if every 1 6= g ∈ G acts…

2004

We give a theorem asserting the vanishing of some cohomology groups of a complex of `-adic sheaves on an affine variety V , which…

1985

We show that for a measure ? on a Banach space directional differentiability implies quasi-translation invariance. This result is…

1973

It is shown that if f: X-Y is a perfect map from a symmetrizable space X onto a space Y, then Y is metrizable if and only if f is…