the error detection and correction capability of this scheme? Solution This code guarantees the detection of up to three errors (s = 3), but it can correct up to one error. In other words, if this …

In this paper we proposed correcting codes-based on modular arithmetic - to improve the data transmission robustness in wireless sensor networks. We developed a new method and …

Modular Arithmetic In modular arithmetic, we use only a limited range of integers. We define an upper limit, called a modulus N. We then use only the integers 0 to N -1. For example, if the …

Modular numbers and Error Correcting Codes † Introduction † Modular Arithmetic † Finite fields † n-space over a finite field † Error correcting codes † Exercises x Introduction. Data …

Modular Arithmetic – Discuss a concept basic to computer science in general and to error detection and correction in particular: modular arithmetic – In modulo-N arithmetic, we use …

detection and correction scheme based on the Redundant Residue Number System (RRNS). RRNS is often used in parallel processing environments because of. its ability to increase the …

Dec 28, 2021 · In this paper, we propose an approach for constructing modular projections to correct any number of errors. The algorithm uses the Maximum Likelihood Decoding (MLD) …

diversity between the original and redundant modules so that they produce different error patterns when a soft error occurs. The module in error can be found by examining these patterns.

Jul 1, 2011 · An artificial marker method for error detection in arithmetic coding is proposed. Theoretical analysis proves that it leads to a better compression ratio than the original marker …

Aug 5, 2019 · Various error correction methods are presented, including forward error correction, retransmission, and the use of modular arithmetic and cyclic redundancy checks. Hardware …