We propose, in this paper, XOR-based decomposition methods to implement parity prediction circuits efficiently in field programmable gate arrays (FPGAs). The first proposed method is an extension of the Shannon\u27s expansion theorem. Such extension enables us to force decomposing the parity prediction circuit into appropriate size sub-circuits. The second proposed method is based on the Reed-Muller canonical form that transforms AND/OR Boolean functions to AND/XOR functions. The XOR relation enables us to find more efficient grouping for the parity prediction function. The MCNC benchmark circuits are used to demonstrate the effectiveness of the proposed techniques. © 2001 IEEE
In this lecture we prove a lower bound on the size of a constant depth circuit which computes the XO...
Although contemporary logic synthesis performs well on random logic, it may produce subpar results i...
Reversible logic is becoming an important research area which aims mainly to reduce power dissipatio...
In this paper, we propose an AND/XOR-based technology mapping method for efficient realization of pa...
In this paper, we propose AND/XOR-based decomposition methods to implement parity prediction circuit...
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Recently, Lenstra and Verheul proposed an efficient cryptosystem called XTR. This system represents ...
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In this lecture we prove a lower bound on the size of a constant depth circuit which computes the XO...
Although contemporary logic synthesis performs well on random logic, it may produce subpar results i...
Reversible logic is becoming an important research area which aims mainly to reduce power dissipatio...
In this paper, we propose an AND/XOR-based technology mapping method for efficient realization of pa...
In this paper, we propose AND/XOR-based decomposition methods to implement parity prediction circuit...
In this dissertation, we propose an AND/XOR-based technology mapping method for field programmable g...
Abstract—Instances of logical cryptanalysis, circuit verifica-tion, and bounded model checking can o...
Quantum-dot Cellular Automata (QCA) is one of the most substitute emerging nanotechnologies for elec...
Quantum-dot Cellular Automata (QCA) is one of the most substitute emerging nanotechnology for electr...
International audienceCryptographic problems can often be reduced to solving boolean polynomial syst...
The error detecting and correcting codes are used in critical applications like in intensive care un...
This paper presents the FPGA implementation of a number of popular decoding algorithms for a regular...
Recently, Lenstra and Verheul proposed an efficient cryptosystem called XTR. This system represents ...
We study depth 3 circuits of the form OR-AND-XOR, or equivalently -- DNF of parities. This model was...
Abstract — Modern SRAM-based field-programmable gate arrays (FPGAs) are prone to single event upsets...
In this lecture we prove a lower bound on the size of a constant depth circuit which computes the XO...
Although contemporary logic synthesis performs well on random logic, it may produce subpar results i...
Reversible logic is becoming an important research area which aims mainly to reduce power dissipatio...