MATRIX TECHNIQUE LEADS TO DIRECT ERROR CODE IMPLEMENTATION.

被引:0
|
作者
Swanson, Robert
机构
关键词
D O I
暂无
中图分类号
TP [自动化技术、计算机技术];
学科分类号
0812 ;
摘要
Error detecting and correcting codes are typically implemented as a consequence of the polynomial division algorithm. An alternative viewpoint, the H-matrix perspective, suggests a matrix representation that is ideally suited to ROM based implementation. This approach is especially advantageous for use with relatively short blocks of data as, for example, when reading and writing random access memory. Attention to the specific details of an ongoing example traced through complete development of the H-matrix perspective gives further insight into system behavior and potential design techniques. Overall, the procedure is essentially unclocked, very fast, and conducive to implementation as a single LSI device.
引用
收藏
页码:101 / 108
相关论文
共 50 条
  • [31] Error Correction Code Algorithm and Implementation Verification Using Symbolic Representations
    Gupta, Aarti
    Kaivola, Roope
    Mehta, Mihir Parang
    Singh, Vaibhav
    2022 FORMAL METHODS IN COMPUTER-AIDED DESIGN, FMCAD, 2022, 3 : 151 - 159
  • [32] A Fast Error Correction Technique for Matrix Multiplication Algorithms
    Argyrides, C.
    Lisboa, C. A. L.
    Pradhan, D. K.
    Carro, L.
    2009 15TH IEEE INTERNATIONAL ON-LINE TESTING SYMPOSIUM, 2009, : 133 - +
  • [33] Research on Code Pattern Automata-based Code Error Pattern Automatic Detection Technique
    Hu, Xuan
    Liu, Bin
    Wang, Yichen
    PROCEEDINGS OF 2009 8TH INTERNATIONAL CONFERENCE ON RELIABILITY, MAINTAINABILITY AND SAFETY, VOLS I AND II: HIGHLY RELIABLE, EASY TO MAINTAIN AND READY TO SUPPORT, 2009, : 754 - 760
  • [34] Implementation of the direct S(α, β) method in the KENO Monte Carlo code
    Hart, Shane W. D.
    Maldonado, G. Ivan
    ANNALS OF NUCLEAR ENERGY, 2017, 101 : 270 - 277
  • [35] Error Correction Scheme with Decimal Matrix Code for SRAM Emulation TCAMs
    Balne, Sangetha
    Gowri, T.
    UBIQUITOUS INTELLIGENT SYSTEMS, 2022, 302 : 221 - 232
  • [36] Direct Predictive Current-Error Vector Control for a Direct Matrix Converter
    Vijayagopal, Manjusha
    Silva, Cesar
    Empringham, Lee
    de Lillo, Liliana
    IEEE TRANSACTIONS ON POWER ELECTRONICS, 2019, 34 (02) : 1925 - 1935
  • [37] Direct tracking technique when systematic error exists
    Cui, Yaqi
    Song, Qiang
    He, You
    Yi Qi Yi Biao Xue Bao/Chinese Journal of Scientific Instrument, 2010, 31 (08): : 1848 - 1854
  • [38] Quantum secure direct communication based on quantum error correction code
    Ding, Chao-Wei
    Wang, Wen-Yang
    Zhang, Wen-Da
    Zhou, Lan
    Sheng, Yu-Bo
    APPLIED PHYSICS LETTERS, 2025, 126 (02)
  • [39] Code generator implementation on FPGA for an optical ZCZ code using a Sylvester type Hadamard matrix
    Matsumoto, Takahiro
    Matsufuji, Shinya
    PROCEEDINGS OF 2007 INTERNATIONAL WORKSHOP ON SIGNAL DESIGN AND ITS APPLICATIONS IN COMMUNICATIONS, 2007, : 228 - 232
  • [40] Analysis and Design of Serial Error Correction Code with Crosstalk Avoidance Technique
    Chen, Ge
    Nooshabad, Saeid
    2017 IEEE 30TH CANADIAN CONFERENCE ON ELECTRICAL AND COMPUTER ENGINEERING (CCECE), 2017,