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Fast Distortion Measurement Using Chord-Length Parameterization Within the Vertex-Based Rate-Distortion Optimal Shape Coding Framework

机译:在基于顶点的速率失真最佳形状编码框架内使用弦长参数化进行快速失真测量

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Existing vertex-based operational rate-distortion (ORD) optimal shape coding algorithms can use a number of different distortion measurement techniques, including the shortest absolute distance (SAD), the distortion band (DB), the tolerance band (TB), and the accurate distortion measurement technique for shape coding (ADMSC). From a computational time perspective, an N-point contour requires O(N2 ) time for DB and TB for both polygon and B-spline-based encoding, while SAD and ADMSC incur O(N) time for polygonal encoding but O(N2 ) for B-spline based encoding, thereby rendering the ORD optimal algorithms computationally inefficient. This letter presents a novel distortion measurement strategy based on chord-length parameterization (DMCLP) of a boundary that incurs order O(N) complexity for both polygon and B-spline-based encoding while preserving a comparable rate-distortion performance to the original ORD optimal shape coding algorithms
机译:现有的基于顶点的运算率失真(ORD)最佳形状编码算法可以使用多种不同的失真测量技术,包括最短绝对距离(SAD),失真带(DB),公差带(TB)和用于形状编码的精确失真测量技术(ADMSC)。从计算时间的角度来看,对于基于多边形和基于B样条的编码,N点轮廓对于DB和TB来说需要O(N2)时间,而对于多边形编码,SAD和ADMSC则需要O(N)时间,而对于O(N2)用于基于B样条的编码,从而使ORD最佳算法的计算效率低下。这封信提出了一种基于边界的弦长参数化(DMCLP)的新颖的失真测量策略,该策略对于基于多边形和基于B样条的编码都会产生O(N)阶复杂度,同时保持与原始ORD相当的速率失真性能最佳形状编码算法

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