Digital naive plane understanding
Digital naive plane understanding
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数字朴素平面理解
DOI：
10.1117/12.364085
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发表时间：
1999
期刊：
影响因子：
--
通讯作者：
J. Chassery
中科院分区：
文献类型：
--
作者：
Joëlle Vittone;J. Chassery
数字朴素平面可以由特定体素集合的重复来表示。这些块可以是（n，m）立方体，由n × m个相邻体素组成的集合。我们也可以遇到18连接体素集或更一般的p体素集。本文的目的是定义一个天真平面的参数和它的拓扑之间的联系。我们将寻找由相同的体素集列表生成的朴素平面类。使用Farey系列编码的平面进行排序，我们证明了从Farey网发出的分割和体素集的配置之间的关系。这是一个独创性的贡献，提供了一种新的方法，数字平面表征和识别。
A digital naive plane can be represented by repetition of specific voxels sets. These pieces can be (n, m)-cubes, set composed of n X m adjacent voxels. We can also encounter 18-connected voxels sets or more generally sets of p voxels. The aim of this paper is to define a link between the parameters of a naive plane and its topology. We will look for the class of naive planes generated by a same list of voxels sets. Planes are ordered using Farey series coding and we prove the relationship between the segmentation issued from the Farey net and configurations of the voxels sets. This is an original contribution offering a new method for digital plane characterization and recognition.