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Deinterlacing using hierarchical motion analysis

  • Qian Huang*
  • , Debin Zhao
  • , Siwei Ma
  • , Wen Gao
  • , Huifang Sun
  • *Corresponding author for this work
  • CAS - Institute of Computing Technology
  • University of Chinese Academy of Sciences
  • Peking University
  • Mitsubishi Electric Corporation

Research output: Contribution to journalArticlepeer-review

Abstract

A motion-compensated deinterlacing scheme based on hierarchical motion analysis is presented. According to deinterlacing steps, our contribution can be divided into four parts: motion estimation, motion state analysis, motion consistency analysis, and finer-grained interpolation. In motion estimation, we introduce a Gaussian noise model for choosing the best motion vector for each block, and make a tradeoff between utilizing previous de-interlaced frames and avoiding error propagation. A directional interpolation method is also introduced in this part for backward fields. In motion state analysis, we define two motion states for each pixel, thus achieve a compromise between traditional block-based strategies and the extreme pixel-based case. In motion consistency analysis, we propose to measure both the motion vector consistency and the motion state consistency in order to determine whether the previous two parts should be performed again with a different block size. In finer-grained interpolation, we utilize a combination of recursive median filters to generate the final results. Experimental results show that all of the proposed techniques are effective, either objectively or subjectively. As a result, we can achieve much higher image quality, with an average gain of about 1.83 dB in terms of peak signal-to-noise ratio. Moreover, the increased computation complexity is marginal.

Original languageEnglish
Article number5430945
Pages (from-to)673-686
Number of pages14
JournalIEEE Transactions on Circuits and Systems for Video Technology
Volume20
Issue number5
DOIs
StatePublished - May 2010

Keywords

  • Deinterlacing
  • Hierarchical motion analysis
  • Motion consistency
  • Noise model

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