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Continuous attractors and oculomotor control
Neural Networks, 1998A recurrent neural network can possess multiple stable states, a property that many brain theories have implicated in learning and memory. There is good evidence for such multistability in the brainstem neural network that controls eye position. Because the stable states are arranged in a continuous dynamical attractor, the network can store a memory ...
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Continuous-Time Generalized Predictive Control (CGPC)
IFAC Proceedings Volumes, 1990zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Demircioǧlu, H., Gawthrop, P. J.
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2012
This chapter describes how the BOXES methodology can be applied to continuous processes that may or may not be ill defined. By altering the rules of how the BOXES game is implemented, the system can use timeouts to signal when opportunities for positive statistical reinforcement and improved performance can be granted.
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This chapter describes how the BOXES methodology can be applied to continuous processes that may or may not be ill defined. By altering the rules of how the BOXES game is implemented, the system can use timeouts to signal when opportunities for positive statistical reinforcement and improved performance can be granted.
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Continuous Bounded Controller for Active Control of Structures
Civil-Comp Proceedings, 2006This paper considers nonlinear controller under bounded capacity of the actuators. The controller is first derived based on bang-bang type controllers. In order to avoid high-speed switching effect, a continuous function is used to replace signum function in bang-bang controller.
Y. Arfiadi, M.N.S. Hadi
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Continuously controlledA-theory
K-Theory, 1995If \(B\) is a metric space then a controlled space is a pair \((X,p)\) where \(X\) is a space and \(p : X \to B\) is a map. Generalizing a construction of D. R. Anderson, F. X. Connolly, S. Ferry and E. K. Pedersen (in preprint), the author defines a functor, called continuously controlled \(A\)-theory, which depends only on the topology of the space \(
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Continuous Petri Nets: Controllability and Control
2013Controllability is a property related to the capability of driving a system to any desirable (steady) state or state trajectory. As in discrete nets, continuous nets can be controlled by means of control actions applied on the transitions. For the sake of generality, the set of transitions is partitioned into controllable and uncontrollable; control ...
Jorge Júlvez +3 more
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Cervical cancer prevention and control in women living with human immunodeficiency virus
Ca-A Cancer Journal for Clinicians, 2021Philip E Castle, Vikrant V Sahasrabuddhe
exaly
Continuous Phase Control in Holography
Review of Scientific Instruments, 1971B J, Pernick, C, Bartolotta, D, Yustein
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