Article ID Journal Published Year Pages File Type
530065 Journal of Visual Communication and Image Representation 2011 10 Pages PDF
Abstract

Robust video multicast in erasure networks using network coding (NC) to reduce the impact of packet loss is studied in this paper. In our proposed solution, random linear network coding (RLNC) is adopted at intermediate nodes of the network. RLNC linearly combines a group of packets by randomly selecting weighting coefficients on a finite field, and the loss of an RLNC-coded packet is equivalent to the loss of one constraint in a linear system of equations required for RLNC decoding. Unless the global coding coefficient matrix, or simply called the global coding matrix (GCM), is of full rank, a receive node cannot reconstruct all source packets. To address this rank deficiency problem, we propose to construct a special-structured GCM, called the ladder-shaped GCM (LGCM), for layered H.264/SVC (scalable video coding) video multicast. The ladder shape of the sparse coding matrix is maintained throughout the RLNC process to achieve two objectives: (1) to enable partial decoding of a block; and (2) to provide unequal erasure protection for H.264/SVC priority layers. Furthermore, quality degradation is minimized by optimizing the amount of redundancy assigned to each layer, and graceful quality degradation is achieved by error concealment (EC). Simulation results are given to demonstrate the superior performance of the proposed RLNC–LGCM scheme over the traditional RLNC with a generalGCM.

Research highlights► This research proposes a special-structured global coding matrix (GCM), called the ladder-shaped GCM (LGCM), to address rank deficiency problem for layered H.264/SVC (scalable video coding) video multicast. ► This research proposes how to provide unequal erasure protection for H.264/SVC priority layers with LGCM and to enable partial decoding of a block. ► This research also achieves minimal quality degradation by optimal assign redundancy for each layer with error concealment.

Related Topics
Physical Sciences and Engineering Computer Science Computer Vision and Pattern Recognition
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