Decoding and synchronization of error correcting codes
Abstract
Decoding devices for hard quantization and soft decision error correcting codes are discussed. A Meggit decoder for Reed-Solomon polynominal codes was implemented and tested. It uses 49 TTL logic IC. A maximum binary frequency of 30 Mbit/sec is demonstrated. A soft decision decoding approach was applied to hard decision decoding, using the principles of threshold decoding. Simulation results indicate that the proposed schema achieves satisfactory performance using only a small number of parity checks. The combined correction of substitution and synchronization errors is analyzed. The algorithm presented shows the capability of convolutional codes to correct synchronization errors as well as independent additive errors without any additional redundancy.
- Publication:
-
Ph.D. Thesis
- Pub Date:
- January 1983
- Bibcode:
- 1983PhDT........28M
- Keywords:
-
- Binary Data;
- Decoding;
- Digital Techniques;
- Error Correcting Codes;
- Convolution Integrals;
- Parity;
- Polynomials;
- Synchronism;
- Threshold Logic;
- Communications and Radar