A robust method for shape-based 3D model retrieval

Yi Liu, Jiantao Pu, Guyu Xin, H. Zha, Weibin Liu, Y. Uehara
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引用次数: 8

Abstract

Proliferation of 3D models necessitates developing efficient methods for indexing or retrieving the models in a large database. Many previous methods for this purpose defined functions on concentric spheres as approximation of 3D geometry for spherical harmonic transform (SHT). In this paper, we point out that this is not robust as the surface of a model may shift between different shells under perturbation, and multi-layer of surfaces may exist in one shell, making the function definition ambiguous. To solve these problems, we propose a method to characterize 3D shape using delta functions. Then, spherical functions are defined by sampling in the frequency domain of the delta functions for SHT. By doing so, our method can support retrieval with controllable acuity, which benefits wider range of applications and facilitates customization to different users. Experiments have shown that our method is more robust than previous approaches.
一种基于形状的三维模型检索鲁棒方法
三维模型的激增需要开发有效的方法来索引或检索大型数据库中的模型。以前的许多方法都将同心球上的函数定义为球面调和变换(SHT)的三维几何逼近。在本文中,我们指出这是不鲁棒的,因为一个模型的表面可能在摄动下在不同的壳层之间移动,并且在一个壳层中可能存在多层表面,使得函数定义不明确。为了解决这些问题,我们提出了一种使用delta函数来表征三维形状的方法。然后,通过在函数的频域采样来定义球面函数。这样,我们的方法可以支持检索和控制的敏锐度,有利于更广泛的应用范围和方便定制不同的用户。实验表明,我们的方法比以前的方法更具鲁棒性。
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