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Geometric Signal Compression

机译:几何信号压缩

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摘要

Compression of mesh attributes becomes a challenging problem due to the great need for efficient storage and fast transmission. This paper presents a novel geometric signal compression framework for all mesh attributes, including position coordinates, normal, color, texture, etc. Within this framework, mesh attributes are regarded as geometric signals defined on mesh surfaces. A planar parameterization algorithm is first proposed to map 3D meshes to 2D parametric meshes. Geometric signals are then transformed into 2D signals, which are sampled into 2D regular signals using an adaptive sampling method. The JPEG2000 standard for still image compression is employed to effectively encode these regular signals into compact bit-streams with high rate/distortion ratios. Experimental results demonstrate the great application potentials of this framework.
机译:由于迫切需要高效存储和快速传输,因此网格属性的压缩成为一个具有挑战性的问题。本文为所有网格属性(包括位置坐标,法线,颜色,纹理等)提供了一种新颖的几何信号压缩框架。在此框架内,网格属性被视为在网格表面上定义的几何信号。首先提出了一种平面参数化算法,将3D网格映射到2D参数网格。然后将几何信号转换为2D信号,然后使用自适应采样方法将其采样为2D常规信号。采用用于静止图像压缩的JPEG2000标准将这些常规信号有效地编码为具有高速率/失真比的紧凑位流。实验结果证明了该框架的巨大应用潜力。

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