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3D Mesh Model Representation Based on Conformal Geometric Algebra and Its Similarity Assessment Application

机译:基于保形几何代数及其相似性评估应用的3D网状模型表示

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Put forward a kind of based on conformal geometric algebra (CGA) vector structure 3D mesh model representation method. In this method, the 3D mesh model with different dimensions is mapped to the corresponding basic element (blade) in geometric algebra, which unifies the representation of multidimensional data without losing the geometric structure. Geometric and topological calculations are also handled in a clear and coordinate free manner. Under CGA framework, the basic geometric, spatial and metric relations are formed by inner and outer operators. A CGA-based 3D mesh model representation method is designed to evaluate the similarity of 3D mesh models. Experiments show that our method surpasses the most advanced similarity evaluation algorithm for 3D mesh models. Under the unified space structure of the method for analysis and application of 3D mesh model provides effective tools.
机译:提出了一种基于共形几何代数(CGA)矢量结构3D网格模型表示方法。 在该方法中,具有不同尺寸的3D网状模型被映射到几何代数中的相应基本元素(刀片),其统一了多维数据的表示而不失去几何结构。 几何和拓扑计算也以明确和协调的自由方式处理。 在CGA框架下,基本几何,空间和度量关系由内部和外部运营商形成。 基于CGA的3D网格模型表示方法旨在评估3D网格模型的相似性。 实验表明,我们的方法超越了3D网格模型中最先进的相似性评估算法。 根据3D网格模型的分析和应用方法的统一空间结构提供了有效的工具。

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