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Temporal Gating by Chandelier Cells Encodes Signed Prediction Errors
Bendor D, Jarzebowski P.
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Structure, 2023
The transcription activator of the λ phage, CII, determines whether the phage will undergo the lytic or the lysogenic pathway. In a report by Zhao et al. in this issue of Structure, the cryo-EM structure of the λCII-dependent transcription activation complex reveals how λCII activates the PRE promoter to turn on the lysogenic pathway.
Seungha, Hwang, Jin Young, Kang
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The transcription activator of the λ phage, CII, determines whether the phage will undergo the lytic or the lysogenic pathway. In a report by Zhao et al. in this issue of Structure, the cryo-EM structure of the λCII-dependent transcription activation complex reveals how λCII activates the PRE promoter to turn on the lysogenic pathway.
Seungha, Hwang, Jin Young, Kang
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Burst Distance and Multiple-Burst Correction*
Bell System Technical Journal, 1970This paper is concerned with burst error, burst erasure and combined burst-error and burst-erasure correction. Part I introduces the concept of burst distance and subsequently develops burst-correcting properties of a code relative to its burst distance. Part II discusses product codes for multiple-burst correction (MBC).
John D. Bridwell, Jack K. Wolf
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A Phantom Bursting Mechanism for Episodic Bursting
Bulletin of Mathematical Biology, 2008We describe a novel dynamic mechanism for episodic or compound bursting oscillations, in which bursts of electrical impulses are clustered together into episodes, separated by long silent phases. We demonstrate the mechanism for episodic bursting using a minimal mathematical model for "phantom bursting." Depending on the location in parameter space ...
Bertram, Richard +2 more
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IBM Journal of Research and Development, 1965
One of the accepted definitions of a “burst” in coding theory is the following: “A burst of length b is a vector whose only nonzero components are among b successive components, the first and last of which are nonzero.”
Robert T. Chien, Donald T. Tang
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One of the accepted definitions of a “burst” in coding theory is the following: “A burst of length b is a vector whose only nonzero components are among b successive components, the first and last of which are nonzero.”
Robert T. Chien, Donald T. Tang
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Proceedings of the 9th annual conference companion on Genetic and evolutionary computation, 2007
The phenomenon of particle bursts, a well-known feature of PSO is investigated. Their origin is concluded to lie in multiplicative stochasticity, previously encountered in the study of first order stochastic difference equations. The work here demonstrates that bursts contribute to fattening of the tail of the particle position distribution and that ...
Tim Blackwell 0001, Daniel Bratton
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The phenomenon of particle bursts, a well-known feature of PSO is investigated. Their origin is concluded to lie in multiplicative stochasticity, previously encountered in the study of first order stochastic difference equations. The work here demonstrates that bursts contribute to fattening of the tail of the particle position distribution and that ...
Tim Blackwell 0001, Daniel Bratton
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Codes with burst distance and periodical burst errors
Journal of Computational and Applied Mathematics, 2022zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Pankaj Kumar Das, Letminthang Haokip
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Chaos: An Interdisciplinary Journal of Nonlinear Science, 1998
A complex modeled bursting neuron [C. C. Canavier, J. W. Clark, and J. H. Byrne, J. Neurophysiol. 66, 2107–2124 (1991)] has been shown to possess seven coexisting limit cycle solutions at a given parameter set [Canavier et al., J. Neurophysiol 69, 2252–2259 (1993); 72, 872–882 (1994)].
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A complex modeled bursting neuron [C. C. Canavier, J. W. Clark, and J. H. Byrne, J. Neurophysiol. 66, 2107–2124 (1991)] has been shown to possess seven coexisting limit cycle solutions at a given parameter set [Canavier et al., J. Neurophysiol 69, 2252–2259 (1993); 72, 872–882 (1994)].
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Schedule burst proactively for optical burst switched networks
Computer Networks, 2004zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Jikai Li, Chunming Qiao
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CLASSIFICATION OF BURSTING MAPPINGS
International Journal of Bifurcation and Chaos, 2004When a system's activity alternates between a resting state (e.g. a stable equilibrium) and an active state (e.g. a stable periodic orbit), the system is said to exhibit bursting behavior. We use bifurcation theory to identify three distinct topological types of bursting in one-dimensional mappings and 20 topological types in two-dimensional mappings ...
Eugene M. Izhikevich +1 more
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