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Multi-layer compression algorithm for 3D deformed mesh based on multi library wavelet neural network architecture

机译:基于多库小波神经网络架构的3D变形网格的多层压缩算法

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We propose in this paper a 3D mesh compression algorithm for 3D deformation objects to facilitate the transmission of deformed object to another. This algorithm allows eliminating an object in the sequence of deformed objects and reducing the information needed to represent the geometry of a mesh sequence. In our approach, we used Multi Library Wavelet Neural Network architecture (MLWNN) to align features of mesh and minimize distortion with fixed features. The introduced method minimizes the sum of the distances between all the corresponding vertices. It computes deformed ROI (Region Of Interest), updates and optimizes it to align the mesh features. First, our compression was performed using spherical geometrical image obtained by our trust region spherical parameterization. Geometrical images also facilitate compression and level-of-detail control. Second, the spherical wavelet transformation was used to decompose the geometrical image into multi-resolution sub-images characterizing the underlying functions in a local fashion in both spatial and frequency domains. Experimental results show that the progressive compression algorithm yields efficient compression capabilities with minimal set of features used to have good deformation scheme.
机译:我们在本文中提出了一种用于3D变形对象的3D网格压缩算法,以帮助将变形对象传输到另一个对象。该算法可以消除变形对象序列中的一个对象,并减少表示网格序列几何形状所需的信息。在我们的方法中,我们使用了多库小波神经网络体系结构(MLWNN)来对齐网格特征,并使固定特征的失真最小化。引入的方法使所有相应顶点之间的距离之和最小。它计算变形的ROI(感兴趣区域),并对其进行更新和优化以对齐网格特征。首先,我们使用通过我们的信赖区域球面参数化获得的球面几何图像执行压缩。几何图像还有助于压缩和细节级别控制。其次,使用球面小波变换将几何图像分解为多分辨率子图像,以空间和频域上的局部方式表征基本功能。实验结果表明,渐进式压缩算法可产生有效的压缩能力,同时具有最少的特征集,从而具有良好的变形方案。

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