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A computational model of teaching
Proceedings of the fifth annual workshop on Computational learning theory, 1992Goldman and Kearns [GK91] recently introduced a notion of the teaching dimension of a concept class. The teaching dimension is intended to capture the combinatorial difficulty of teaching a concept class. We present a computational analog which allows us to make statements about bounded-complexity teachers and learners, and we extend the model by ...
Jeffrey C. Jackson, Andrew Tomkins
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The Coroutine Model of Computation
2012This paper presents a general denotational formalism called the Coroutine Model of Computation for control-oriented computational models. This formalism characterizes atomic elements with control behavior as Continuation Actors, giving them a static semantics with a functional interface.
Chris Shaver, Edward A. Lee
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Computational modeling of dendrites
Journal of Neurobiology, 2005AbstractComputational methods have been part of neuroscience for many years. For example, models developed with these methods have provided a theory that helps explain the action potential. More recently, as experimental patch‐electrode techniques have revealed new biophysics related to dendritic function and synaptic integration, computational models ...
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2013
Trust and reputation are key issues in the multi-agent systems domain. As in human societies, software agents must interact with other agents in settings where there is the possibility that they can be exploited. This suggests the need for theoretical and computational models of trust and reputation that can be used by software agents, and accordingly,
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Trust and reputation are key issues in the multi-agent systems domain. As in human societies, software agents must interact with other agents in settings where there is the possibility that they can be exploited. This suggests the need for theoretical and computational models of trust and reputation that can be used by software agents, and accordingly,
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Computational Models of Hallucinations
2012Recent advances in theoretical neuroscience have provided new insights into information processing within large brain-like networks operating in an uncertain world. The computational framework can overcome some of the complexity within the object of study by predicting how basic changes in neural architecture may lead to systems-level changes that ...
Jardri, Renaud, Denève, Sophie
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Models of Computation for Origami
2017 19th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing (SYNASC), 2017We view origami as the machinery of geometric construction and study the formal models of origami . Origami successively transforms geometric objects by a set of fold rules. As in symbolic and numeric computation, in geometric construction by origami, we have a number of approaches to look into the process of the transformations.
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1988
Computer-based spatial models, representing the past and present disposition and configuration of sets of rock bodies, are a potentially important segment of a geological knowledge base. A spatial model is an interpretation that should be consistent with available data and with expectations based on knowledge of the processes which formed and deformed ...
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Computer-based spatial models, representing the past and present disposition and configuration of sets of rock bodies, are a potentially important segment of a geological knowledge base. A spatial model is an interpretation that should be consistent with available data and with expectations based on knowledge of the processes which formed and deformed ...
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A model with nondeterministic computation
2005In paragraph 2 of this paper an algorithmic model is described having a set R of rules. In paragraph 3 two new rules are added to the rules of R. Such new rules may change a nonterminating computation into a terminating one. In paragraph 4 some families of expressions to which the rules added to R can be applied are defined.
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