Add to ORKGA method for error correction in integrated circuit (IC) implementations of Boolean functions is described. Additional logic, implementing error correcting codes known from channel coding, corrects both 'hard' manufacturing errors and 'soft' temporary errors. Experimental results are presented, with code optimization based on a fast algorithm for Boolean symmetry analysis. Apart from the well known majority voting (triplication), Hammin-and Product codes are described, having an implementation overhead much less than for maority voting
Triple modular redundancy (TMR) has been the most popular method in reliable logic designs due to it...
It's proved that not primitive BCH codes with corrective opportunities that go beyond design, have e...
Includes bibliographical references (page 36)The purpose of this project is to present error-correct...
A method for error correction in integrated circuit (IC) implementations of Boolean functions is des...
A method for error correction in integrated circuit (IC) implementations of Boolean functions is des...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In modern logic circuits, fault-tolerance is increasingly important, since even atomic-scale imperfe...
This paper addresses the relations between logic circuit synthesis, error model and error control co...
In this thesis, algebraic and combinatorial tools are used in the study and applications of error-co...
In recent years, soft errors happen in the combinational logic circuits that genuinely impact the ac...
The Error Correction Codes turn out to be most excellent way to alleviate soft errors in memory. The...
Triple modular redundancy (TMR) has been the most popular method in reliable logic designs due to it...
Triple modular redundancy (TMR) has been the most popular method in reliable logic designs due to it...
It's proved that not primitive BCH codes with corrective opportunities that go beyond design, have e...
Includes bibliographical references (page 36)The purpose of this project is to present error-correct...
A method for error correction in integrated circuit (IC) implementations of Boolean functions is des...
A method for error correction in integrated circuit (IC) implementations of Boolean functions is des...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In this paper we propose a method for error-correction in IC implementations of Boolean functions. T...
In modern logic circuits, fault-tolerance is increasingly important, since even atomic-scale imperfe...
This paper addresses the relations between logic circuit synthesis, error model and error control co...
In this thesis, algebraic and combinatorial tools are used in the study and applications of error-co...
In recent years, soft errors happen in the combinational logic circuits that genuinely impact the ac...
The Error Correction Codes turn out to be most excellent way to alleviate soft errors in memory. The...
Triple modular redundancy (TMR) has been the most popular method in reliable logic designs due to it...
Triple modular redundancy (TMR) has been the most popular method in reliable logic designs due to it...
It's proved that not primitive BCH codes with corrective opportunities that go beyond design, have e...
Includes bibliographical references (page 36)The purpose of this project is to present error-correct...