JOURNAL ARTICLE

Joint source-channel coding for error resilient transmission of static 3D models

M. Oguz BiciAndrey NorkinGözde Bozdağı Akar

Year: 2012 Journal:   TURKISH JOURNAL OF ELECTRICAL ENGINEERING & COMPUTER SCIENCES   Publisher: Scientific and Technological Research Council of Turkey (TUBITAK)

Abstract

In this paper, performance analysis of joint source-channel coding techniques for error-resilient transmission of three dimensional (3D) models are presented. In particular, packet based transmission scenarios are analyzed. The packet loss resilient methods are classified into two groups according to progressive compression schemes employed: Compressed Progressive Meshes (CPM) based methods and wavelet based methods. In the first group, layers of CPM algorithm are protected unequally by Forward Error Correction (FEC) using Reed Solomon (RS) codes. In the second group, embedded bitstream obtained from wavelet based coding is protected unequally with FEC as well. Both groups of methods are scalable with respect to both channel bandwidth and packet loss rate, i.e. they try to optimize FEC assignments with respect to channel bandwidth and packet loss rates (PLR). In-depth analysis of these techniques are carried out in terms of complexity, robustness to losses and compression efficiency. Experimental results show that wavelet based methods achieve considerably better quality compared to CPM based methods.

Keywords:
Computer science Algorithm Bitstream Forward error correction Packet loss Data compression Robustness (evolution) Wavelet Multiple description coding Error detection and correction Bit error rate Network packet Coding (social sciences) Real-time computing Decoding methods Computer network Mathematics Statistics Artificial intelligence

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Topics

Computer Graphics and Visualization Techniques
Physical Sciences →  Computer Science →  Computer Graphics and Computer-Aided Design
Advanced Vision and Imaging
Physical Sciences →  Computer Science →  Computer Vision and Pattern Recognition
3D Shape Modeling and Analysis
Physical Sciences →  Engineering →  Computational Mechanics
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