Error Mitigation Using Approximate Logic Circuits: A Comparison of Probabilistic and Evolutionary Approaches
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- @Article{Sanchez-Clemente:2016:ieeeTReliability,
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author = "Antonio J. Sanchez-Clemente and Luis Entrena and
Radek Hrbacek and Lukas Sekanina",
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title = "Error Mitigation Using Approximate Logic Circuits: A
Comparison of Probabilistic and Evolutionary
Approaches",
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journal = "IEEE Transactions on Reliability",
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year = "2016",
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volume = "65",
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number = "4",
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pages = "1871--1883",
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month = dec,
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keywords = "genetic algorithms, genetic programming, cartesian
genetic programming, Approximate logic circuit, error
mitigation, evolutionary computing, single-event
transient (SET), single-event upset (SEU)",
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ISSN = "0018-9529",
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URL = "http://www.fit.vutbr.cz/~sekanina/pubs.php.en?id=10995",
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URL = "https://www.fit.vut.cz/research/publication-file/10995/tr_reliab2016.pdf",
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DOI = "doi:10.1109/TR.2016.2604918",
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size = "13 pages",
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abstract = "Technology scaling poses an increasing challenge to
the reliability of digital circuits. Hardware
redundancy solutions, such as triple modular redundancy
(TMR), produce very high area overhead, so partial
redundancy is often used to reduce the overheads.
Approximate logic circuits provide a general framework
for optimized mitigation of errors arising from a broad
class of failure mechanisms, including transient,
intermittent, and permanent failures. However,
generating an optimal redundant logic circuit that is
able to mask the faults with the highest probability
while minimizing the area overheads is a challenging
problem. In this study, we propose and compare two new
approaches to generate approximate logic circuits to be
used in a TMR schema. The probabilistic approach
approximates a circuit in a greedy manner based on a
probabilistic estimation of the error. The evolutionary
approach can provide radically different solutions that
are hard to reach by other methods. By combining these
two approaches, the solution space can be explored in
depth. Experimental results demonstrate that the
evolutionary approach can produce better solutions, but
the probabilistic approach is close. On the other hand,
these approaches provide much better scalability than
other existing partial redundancy techniques.",
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notes = "Included in \cite{Hrbacek:thesis} Also known as
\cite{7579598}",
- }
Genetic Programming entries for
Antonio Jose Sanchez-Clemente
Luis Alfonso Entrena Arrontes
Radek Hrbacek
Lukas Sekanina
Citations