Update Operator

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M Van Der Schaar - One of the best experts on this subject based on the ideXlab platform.

  • weighted average spatio temporal Update Operator for subband video coding
    International Conference on Image Processing, 2004
    Co-Authors: Christophe Tillier, Beatrice Pesquetpopescu, M Van Der Schaar
    Abstract:

    Spatio-temporal motion-compensated wavelet decomposition is an increasingly popular method for scalable video coding, with coding efficiency which is competitive with state-of-the-art nonscalable codecs. In this paper, we propose a new spatio-temporal Update Operator in the lifting scheme allowing efficient implementation of these temporal decompositions. We demonstrate its improved performance both theoretically, by exhibiting a decrease in the reconstruction error and by simulation results.

  • ICIP - Weighted average spatio-temporal Update Operator for subband video coding
    2004 International Conference on Image Processing 2004. ICIP '04., 1
    Co-Authors: Christophe Tillier, Beatrice Pesquet-popescu, M Van Der Schaar
    Abstract:

    Spatio-temporal motion-compensated wavelet decomposition is an increasingly popular method for scalable video coding, with coding efficiency which is competitive with state-of-the-art nonscalable codecs. In this paper, we propose a new spatio-temporal Update Operator in the lifting scheme allowing efficient implementation of these temporal decompositions. We demonstrate its improved performance both theoretically, by exhibiting a decrease in the reconstruction error and by simulation results.

Marc Antonini - One of the best experts on this subject based on the ideXlab platform.

  • Sparsity-based optimization of two lifting-based wavelet transforms for semi-regular mesh compression
    Computers and Graphics, 2012
    Co-Authors: Aymen Kammoun, Frédéric Payan, Marc Antonini
    Abstract:

    This paper describes how to optimize two popular wavelet transforms for semi-regular meshes, using a lifting scheme. The objective is to adapt multiresolution analysis to the input mesh to improve its subsequent coding. Considering either the Butterfly- or the Loop-based lifting schemes, our algorithm finds at each resolution level an optimal prediction Operator P such that it minimizes the L1 norm of the wavelet coefficients. The Update Operator U is then recomputed in order to take into account the modifications to P. Experimental results show that our algorithm improves on state-of-the-art wavelet coders.

  • Technical Section: Sparsity-based optimization of two lifting-based wavelet transforms for semi-regular mesh compression
    Computers & Graphics, 2012
    Co-Authors: Aymen Kammoun, Frédéric Payan, Marc Antonini
    Abstract:

    This paper describes how to optimize two popular wavelet transforms for semi-regular meshes, using a lifting scheme. The objective is to adapt multiresolution analysis to the input mesh to improve its subsequent coding. Considering either the Butterfly- or the Loop-based lifting schemes, our algorithm finds at each resolution level an optimal prediction Operator P such that it minimizes the L"1-norm of the wavelet coefficients. The Update Operator U is then recomputed in order to take into account the modifications to P. Experimental results show that our algorithm improves on state-of-the-art wavelet coders.

Christophe Tillier - One of the best experts on this subject based on the ideXlab platform.

  • weighted average spatio temporal Update Operator for subband video coding
    International Conference on Image Processing, 2004
    Co-Authors: Christophe Tillier, Beatrice Pesquetpopescu, M Van Der Schaar
    Abstract:

    Spatio-temporal motion-compensated wavelet decomposition is an increasingly popular method for scalable video coding, with coding efficiency which is competitive with state-of-the-art nonscalable codecs. In this paper, we propose a new spatio-temporal Update Operator in the lifting scheme allowing efficient implementation of these temporal decompositions. We demonstrate its improved performance both theoretically, by exhibiting a decrease in the reconstruction error and by simulation results.

  • ICIP - Weighted average spatio-temporal Update Operator for subband video coding
    2004 International Conference on Image Processing 2004. ICIP '04., 1
    Co-Authors: Christophe Tillier, Beatrice Pesquet-popescu, M Van Der Schaar
    Abstract:

    Spatio-temporal motion-compensated wavelet decomposition is an increasingly popular method for scalable video coding, with coding efficiency which is competitive with state-of-the-art nonscalable codecs. In this paper, we propose a new spatio-temporal Update Operator in the lifting scheme allowing efficient implementation of these temporal decompositions. We demonstrate its improved performance both theoretically, by exhibiting a decrease in the reconstruction error and by simulation results.

L. De Raedt - One of the best experts on this subject based on the ideXlab platform.

Aymen Kammoun - One of the best experts on this subject based on the ideXlab platform.

  • Sparsity-based optimization of two lifting-based wavelet transforms for semi-regular mesh compression
    Computers and Graphics, 2012
    Co-Authors: Aymen Kammoun, Frédéric Payan, Marc Antonini
    Abstract:

    This paper describes how to optimize two popular wavelet transforms for semi-regular meshes, using a lifting scheme. The objective is to adapt multiresolution analysis to the input mesh to improve its subsequent coding. Considering either the Butterfly- or the Loop-based lifting schemes, our algorithm finds at each resolution level an optimal prediction Operator P such that it minimizes the L1 norm of the wavelet coefficients. The Update Operator U is then recomputed in order to take into account the modifications to P. Experimental results show that our algorithm improves on state-of-the-art wavelet coders.

  • Technical Section: Sparsity-based optimization of two lifting-based wavelet transforms for semi-regular mesh compression
    Computers & Graphics, 2012
    Co-Authors: Aymen Kammoun, Frédéric Payan, Marc Antonini
    Abstract:

    This paper describes how to optimize two popular wavelet transforms for semi-regular meshes, using a lifting scheme. The objective is to adapt multiresolution analysis to the input mesh to improve its subsequent coding. Considering either the Butterfly- or the Loop-based lifting schemes, our algorithm finds at each resolution level an optimal prediction Operator P such that it minimizes the L"1-norm of the wavelet coefficients. The Update Operator U is then recomputed in order to take into account the modifications to P. Experimental results show that our algorithm improves on state-of-the-art wavelet coders.