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Enumeration of Eulerian planar near-quadrangulations

机译:欧拉平面近四边形的枚举

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摘要

A map is called Eulerian if all the valencies of its vertices are even. If a map has all but one of its faces quadragles, then it is called a near-quadrangulation. Up until now, there is no research work on Eulerian planar near-quadrangulations. The main result in this paper is to establish a form of functional equation satisfied by enufunction of rooted Eulerian planar near-quadrangulations with the valency of the root-face and the number of non-rooted faces as parameters.
机译:如果地图所有顶点的化合价都是偶数,则称其为欧拉地图。如果地图的一张脸全都是四边形,则称其为近四边形。到目前为止,还没有关于欧拉平面近四边形的研究工作。本文的主要结果是建立以根的化合价和非根的面数为参数的带根的欧拉平面近四边形的函数满足的函数方程形式。

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