Abstract

Depth coding in depth-based three-dimensional (3-D) video is unique in that its quality is measured by view synthesis distortion (VSD) rather than the depth distortion itself, which further complicates the coding optimization as the VSD is related to quality of both the associated depth and texture videos. In this paper, an efficient VSD estimation scheme is developed to measure the effect of depth errors on the VSD for a block given its depth distortion in mean-squared error. Unlike other relevant VSD models which involve computationally intensive parameter training or Fourier transform, the proposed scheme is free of parameter training, while taking the advantage of integer ${\text{4}} \times {\text{4}}$ discrete Cosine transform to replace Fourier transform, thus well-saving computational cost and diminishing sensitivity to training dataset of video. The proposed scheme is then incorporated on the coding unit basis into the rate-distortion optimization for depth coding optimization, coupled with adapting quantization parameter accordingly to accommodate local effect of the depth errors on the VSD. Experimental results show that our solution obtains better results in depth coding than three testing solutions, on the platform of H.264/AVC reference software JM16.0. Benefiting from the efficiency of the VSD estimation, low coding complexity is obtained as well. The proposed solution is further evaluated on the reference software HTM13.0 of the latest 3-D high-efficiency video coding standard, exhibiting better and comparable results compared against the HTM codec with the view synthesis optimization disabled and enabled, respectively.

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