[HTML][HTML] Construction of systematic (k+ 1, k) memory MDS sliding window codes over embedded fields
In this paper, based on the structure of embedded fields, we investigate explicit construction
of systematic (k+ 1, k) mMDS sliding window codes with memory m= 2, 3. First, over GF (2 lh) …
of systematic (k+ 1, k) mMDS sliding window codes with memory m= 2, 3. First, over GF (2 lh) …
A 3D-DCT and Convolutional FEC Approach to Agile Video Streaming
H Yang, X Chen, X Chen, B Guo, S Liu… - 2022 IEEE 19th …, 2022 - ieeexplore.ieee.org
On today's Internet, including both wide area networks and wireless access networks,
multimedia content (images, audio and video) represents a dominating fraction of network …
multimedia content (images, audio and video) represents a dominating fraction of network …
A Bit Level Erasure Codes Solution Based on Galois Field
R Wu, Y Wu, L Wang, J Chen, Y Zhang… - 2022 IEEE 2nd …, 2022 - ieeexplore.ieee.org
The storage system has to use Galois Field to do CODEC because the massive data
requirement. But the multiplication and division operation in Galois Field is different from the …
requirement. But the multiplication and division operation in Galois Field is different from the …