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LOCALLY TENSING AND RELAXING METHOD FOR PREDICTING OPTICAL FLOW

机译:局部张紧松弛方法预测光流

摘要

PROBLEM TO BE SOLVED: To enable exact action prediction and picture quality improvement, by separating the velocity coupling term of Poisson's equation and then applying a replaced frame difference concept. SOLUTION: An input such as the current frame of a continuous image picture to be coded is impressed to a subtracter 10, and the output of subtracter 10 is coupled to the input of a spatial coder 20. The output of the spatial coder 20 is impressed to the inputs of a video coder and a spatial decoder 30. Besides, that input is inputted to an optical flow predictive circuit 90. The Poisson's equation to be used for optical flow prediction is designated into linear matrix form like Gx=Ex+b E and G are 22 matrix and (b) is an input vector} corresponding to the change of time, and the velocity coupling term of the designated Poisson's equation is separated. the replaced frame difference is applied corresponding to the Poisson's equation from which the velocity coupling term is separated. When measuring the degree of change in a stored image range while using the replaced frame difference, an optimum flattening constant is reduced.
机译:要解决的问题:通过分离泊松方程的速度耦合项,然后应用替换的帧差概念,可以实现准确的动作预测和图像质量改善。解决方案:将要编码的连续图像图片的当前帧之类的输入施加到减法器10,并且减法器10的输出耦合到空间编码器20的输入。空间编码器20的输出被施加输入到视频编码器和空间解码器30的输入。此外,该输入被输入到光流预测电路90。用于光流预测的泊松方程被指定为线性矩阵形式,例如Gx = Ex + b E并且,G是22个矩阵,(b)是与时间的变化相对应的输入向量,指定的泊松方程的速度耦合项被分离。替换的帧差对应于泊松方程,从中分离出速度耦合项。当在使用替换的帧差的同时测量存储的图像范围的变化程度时,最佳的展平常数会降低。

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