Among the digit error detection and correction methods developed in recent year, algorithm based on Residue Number System (RRNS) shows huge advantages. It is not only able to deal with errors due to noise and failure inherits from manufacturing defects but also arithmetic errors. However existing algorithm in RRNS either need complex computation to identify the location of erroneous residue digits or large number of modulo operation to compute error magnitude from it. This project is based on a new non-iteration algorithm proposed in[1] which use three syndromes to identify the erroneous location and decode error magnitude from look up table with much less computations. This report discusses a possible implementation based on [1] which is a...
In this paper a novel technique for detecting and correcting errors in the RNS representation is pre...
[[abstract]]A balanced residue number VLSI multiplier is proposed which eliminates the extra delay f...
Codes constructed in a Residue Number System (RNS) of moduli m1, m2, ..., mn are non-binary, arithme...
Among the digit error detection and correction methods developed in recent year, algorithm based on ...
Shrinking of the device feature size allows high complexity systems to be designed and integrated wi...
This paper presents a modified modulus projection algorithm for decoding Redundant Residue Num-ber S...
Abstract — This work presents some results on multiple error detection and correction based on the R...
International audienceWith the rapid size shrinking in electronic devices,radiation-induced soft-err...
[[abstract]]An algorithm for scaling and single residue digit error correction is proposed. This alg...
An important problem in real-time DSP (digital signal-processing) systems with highly integrated com...
Error detection and correction codes based on redundant residue number systems are powerful tools to...
This paper considers a single-digit error detection in a Redundant Residue Number System (RRNS). Let...
The objective of this thesis is to investigate the applicability of Field Programmable Gate Arrays (...
149 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1980.Residue number system (RNS) d...
AN encoding in residue number systems allows construction of a class of nonlinear arithmetic error-c...
In this paper a novel technique for detecting and correcting errors in the RNS representation is pre...
[[abstract]]A balanced residue number VLSI multiplier is proposed which eliminates the extra delay f...
Codes constructed in a Residue Number System (RNS) of moduli m1, m2, ..., mn are non-binary, arithme...
Among the digit error detection and correction methods developed in recent year, algorithm based on ...
Shrinking of the device feature size allows high complexity systems to be designed and integrated wi...
This paper presents a modified modulus projection algorithm for decoding Redundant Residue Num-ber S...
Abstract — This work presents some results on multiple error detection and correction based on the R...
International audienceWith the rapid size shrinking in electronic devices,radiation-induced soft-err...
[[abstract]]An algorithm for scaling and single residue digit error correction is proposed. This alg...
An important problem in real-time DSP (digital signal-processing) systems with highly integrated com...
Error detection and correction codes based on redundant residue number systems are powerful tools to...
This paper considers a single-digit error detection in a Redundant Residue Number System (RRNS). Let...
The objective of this thesis is to investigate the applicability of Field Programmable Gate Arrays (...
149 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1980.Residue number system (RNS) d...
AN encoding in residue number systems allows construction of a class of nonlinear arithmetic error-c...
In this paper a novel technique for detecting and correcting errors in the RNS representation is pre...
[[abstract]]A balanced residue number VLSI multiplier is proposed which eliminates the extra delay f...
Codes constructed in a Residue Number System (RNS) of moduli m1, m2, ..., mn are non-binary, arithme...