Results 291 to 300 of about 5,179,593 (338)
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A Distributed RC Active Delay Line
SIAM Journal on Applied Mathematics, 1972A technique is illustrated for realizing the voltage transfer function\[ t( s ) = E_{{\text{out}}} /E_{{\text{in}}} = e^{ - st} \] by using a distributed RC active network of semi-infinite length.
Hazony, D., Sobecks, R.
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, 2020
In this paper, stochastic properties of solution for a chemostat model with a distributed delay and random disturbance are studied, and we use distribution delay to simulate the delay in nutrient c...
Xiaofeng Zhang, R. Yuan
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In this paper, stochastic properties of solution for a chemostat model with a distributed delay and random disturbance are studied, and we use distribution delay to simulate the delay in nutrient c...
Xiaofeng Zhang, R. Yuan
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OPTIMAL DISTRIBUTED CONTROL WITH DISTRIBUTED DELAYED MEASUREMENTS
IFAC Proceedings Volumes, 2002Abstract We consider the problem of optimal distributed controller design of semi-decentralized controllers for a special class of spatially distributed systems. This class includes spatially invariant and distributed systems with an inherent temporal delay in the interaction of distant sites.
Bassam Bamieh, Petros Voulgaris
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Time delay systems with distributed delays: Critical values*
IFAC Proceedings Volumes, 2009Abstract In this paper a procedure for the computation of Lyapunov matrix of a time delay systems with a distributed delay is presented. This algorithm consist in solving a two points boundary value problem for a delay free system. Based on this approach a methodology that reveals conditions under which the characteristic function of the delay system
G. Ochoa, S. MondiƩ, V.L. Kharitonov
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IBNR models with random delay distributions.
Insurance: Mathematics and Economics, 1992Abstract The mechanisms governing occurrence and notification of insurance claims are represented by a stochastic model, which allows for random fluctuations in the underlying delay distribution. Moments of first and second order are given, thus enabling one to calculate the efficiency of linear IBNR predictors.
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IEEE Transactions on Neural Networks and Learning Systems, 2018
This paper is concerned with the guaranteed cost control problem for a class of Markov jump discrete-time neural networks (NNs) with event-triggered mechanism, asynchronous jumping, and fading channels.
Huaicheng Yan +4 more
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This paper is concerned with the guaranteed cost control problem for a class of Markov jump discrete-time neural networks (NNs) with event-triggered mechanism, asynchronous jumping, and fading channels.
Huaicheng Yan +4 more
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Stabilization of nonlinear time-delay systems: Distributed-delay dependent impulsive control
Systems & Control Letters, 2018zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Xinzhi Liu, Kexue Zhang
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2012
This chapter is dedicated to the case of neutral type linear systems with distributed delay. The structure of quadratic functionals that have prescribed time derivatives along the solutions of such a system is defined, and the corresponding Lyapunov matrices are introduced. A system of matrix equations that defines Lyapunov matrices is given.
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This chapter is dedicated to the case of neutral type linear systems with distributed delay. The structure of quadratic functionals that have prescribed time derivatives along the solutions of such a system is defined, and the corresponding Lyapunov matrices are introduced. A system of matrix equations that defines Lyapunov matrices is given.
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Sampled-data based observer design for nonlinear systems with output distributed delay
International Journal of Control, 2019Existing observers that accommodate distributed-delays are mainly designed for linear systems with continuous-time output measurements. In this paper, we seek sampled-measurements-based observers for nonlinear systems with strict-feedback globally ...
L. Ammeh +3 more
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Systems with Distributed Delay
2012The last chapter of the first part of the book is dedicated to the retarded type linear time-delay systems with distributed delay. First, quadratic functionals with a prescribed time derivative along the solutions of such a system are introduced and Lyapunov matrices that define the functional are derived.
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