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Optimal temporal interpolation filter for motion-compensated frame rate up conversion

机译:最佳时间插值滤波器,用于运动补偿帧率上转换

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Frame rate up conversion (FRUC) methods that employ motion have been proven to provide better image quality compared to nonmotion-based methods. While motion-based methods improve the quality of interpolation, artifacts are introduced in the presence of incorrect motion vectors. In this paper, we study the design problem of optimal temporal interpolation filter for motion-compensated FRUC (MC-FRUC). The optimal filter is obtained by minimizing the prediction error variance between the original frame and the interpolated frame. In FRUC applications, the original frame that is skipped is not available at the decoder, so models for the power spectral density of the original signal and prediction error are used to formulate the problem. The closed-form solution for the filter is obtained by Lagrange multipliers and statistical motion vector error modeling. The effect of motion vector errors on resulting optimal filters and prediction error is analyzed. The performance of the optimal filter is compared to nonadaptive temporal averaging filters by using two different motion vector reliability measures. The results confirm that to improve the quality of temporal interpolation in MC, the interpolation filter should be designed based on the reliability of motion vectors and the statistics of the MC prediction error.
机译:与非基于运动的方法相比,采用运动的帧速率上转换(FRUC)方法已被证明可以提供更好的图像质量。尽管基于运动的方法提高了插值的质量,但是在存在不正确的运动矢量的情况下引入了伪像。在本文中,我们研究了运动补偿FRUC(MC-FRUC)的最佳时间插值滤波器的设计问题。通过最小化原始帧和内插帧之间的预测误差方差来获得最佳滤波器。在FRUC应用中,被跳过的原始帧在解码器上不可用,因此使用原始信号的功率谱密度和预测误差的模型来表述问题。滤波器的闭式解是通过拉格朗日乘数和统计运动矢量误差建模获得的。分析了运动矢量误差对所得最优滤波器和预测误差的影响。通过使用两种不同的运动矢量可靠性度量,将最佳滤波器的性能与非自适应时间平均滤波器进行比较。结果证实,要提高MC中时间插值的质量,应基于运动矢量的可靠性和MC预测误差的统计数据设计插值滤波器。

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