2010
DOI: 10.1016/j.neucom.2009.09.024
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Processing with cell assemblies

Abstract: Cell assemblies (CAs) were posited by Hebb almost 60 years ago as the unit of representation in the brain. Recent results in the field of neuroscience indicate that CAs are likely to exist, at least in the mammalian brain. The CABot project uses simulations of CAs formed from individual neurons as a basis for learning and behaviour. This paper proves that a network of CAs, as described by Hebb and as implemented in CABot, is complete with respect to structured program theory. It follows that such a network is … Show more

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Cited by 12 publications
(9 citation statements)
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References 15 publications
(25 reference statements)
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“…The mathematical definition of the change in activity at a Hebb synapse through "synaptic scaling" has allowed for the quantitative definition of a Hebbian Cell Assembly [179] for use in robotics and artificial intelligence. Virtual Cell Assembly Robots (CABots), have been built using cell assemblies as the basis of short and long term artificial memories [27,96] and the cell assembly has been proposed [77] diagram of a cell assembly. Arrows represent transitions between individual assemblies.…”
Section: Neurocomputingmentioning
confidence: 99%
“…The mathematical definition of the change in activity at a Hebb synapse through "synaptic scaling" has allowed for the quantitative definition of a Hebbian Cell Assembly [179] for use in robotics and artificial intelligence. Virtual Cell Assembly Robots (CABots), have been built using cell assemblies as the basis of short and long term artificial memories [27,96] and the cell assembly has been proposed [77] diagram of a cell assembly. Arrows represent transitions between individual assemblies.…”
Section: Neurocomputingmentioning
confidence: 99%
“…Whilst some aspects of network behaviour do not map automatically to PyNN, as noted earlier, much of the translation from Java to PyNN is a relatively straightforward software engineering task. The original Java version of CABot3 showed that, given enough neurons, anything can be programmed; i.e., neurons are Turing complete (Byrne and Huyck, 2010). However, the Java FLIF models are one example where there is not an implicit structural mapping to PyNN and so new systems have been developed.…”
Section: Translationmentioning
confidence: 99%
“…It is difficult to program things in simulated neurons but, like rule based systems, neurons are Turing complete (Byrne and Huyck 2010). Consequently, it is possible to specify, design and implement a cognitive architecture with neurons as the foundation.…”
Section: Introductionmentioning
confidence: 99%