This article is devoted to the finite-time distributed H-infinity filtering problem for a class of time-varying switched stochastic systems subject to denial-of-service (DoS) attacks over sensor networks. To fully uti...
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This article is devoted to the finite-time distributed H-infinity filtering problem for a class of time-varying switched stochastic systems subject to denial-of-service (DoS) attacks over sensor networks. To fully utilize the limited network resources, an encoding-decoding scheme is introduced to facilitate the data transmissions through the sensor-to-filter channels. The Bernoulli random variables are utilized to characterize the DoS attacks occurring in a random way. The purpose of the tackled problem is to design a desired distributed filtering method such that both the stochastic finite-time boundedness and prescribed stochastic H-infinity performance are achieved for the resultant filtering error dynamics. On the basis of stochastic analysis method and average dwell time technique, the sufficient conditions are established to guarantee the existence of the desired filter for each node, and then, the proper filter parameters are calculated by solving a set of iterative matrix inequalities. Subsequently, a recursive distributed filtering algorithm is put forward that is suitable for online implementation. Finally, the validity of the obtained theoretical results is demonstrated by a numerical example.
This paper is concerned with the secure state estimation issue for a class of networked nonlinear systems under energy-constrained denial-of-service (EC-DoS) cyber-attacks and encoding-decoding scheme (EDS). The infor...
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This paper is concerned with the secure state estimation issue for a class of networked nonlinear systems under energy-constrained denial-of-service (EC-DoS) cyber-attacks and encoding-decoding scheme (EDS). The information transmissions between sensors and the estimator are executed via a bandwidth-limited communication network, on which the EDS is deployed to convert transmitted signals into finite-length codewords for the purpose of improving transmission efficiency. The EC-DoS attacks, whose intention is to jeopardize the network-based signal transmissions by overloading the communication resource, are assumed to occur in an intermittent way with bounded occurrence frequency/durations owing to the inherent energy constraints on the attackers. Considering the worst case of such EC-DoS attacks, a neural-network (NN)-based state estimator is constructed to generate the desired state estimates for the underlying networked nonlinear system. By employing the Lyapunov stability theory, the estimation error dynamics of the system state and the neural-network weight are jointly analyzed within a unified framework. Subsequently, sufficient conditions are obtained for the existence of the desired NN-based state estimator, and then both the desired estimator gain matrix and the NN tuning parameters are characterized. Finally, the validity of our estimation approach is confirmed by an example.
This paper is concerned with the dynamic event-triggered state estimation problem for a class of spatial -temporal networks (STNs) with time-varying delays under an encoding-decoding strategy. For the sake of reducing...
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This paper is concerned with the dynamic event-triggered state estimation problem for a class of spatial -temporal networks (STNs) with time-varying delays under an encoding-decoding strategy. For the sake of reducing the unnecessary resources wastes, we establish a dynamic event-triggered mechanism to deter-mine whether the current measurement output data is transmitted to the filter, where the threshold is dynamically adjusted according to a certain rule. In order to enhance the robustness of signal transmis-sion, an encoding-decoding strategy is exploited in the process of the data transmission. To be specific, the original signals encoded as a bit string are transmitted through binary symmetric channels with cer-tain crossover probabilities and then restored by a decoder at the receiver. By constructing Lyapunov-Krasovskii functional, we obtain a sufficient condition to ensure that the estimation error system is expo-nential mean square ultimately bounded. Subsequently, the desired state estimator is designed in terms of the solution to a certain matrix inequality. Finally, a numerical example is shown to demonstrate that the proposed state estimator is valid for time-delayed STNs. (c) 2022 Elsevier B.V. All rights reserved.
In this article, the consensus-based distributed estimation problem is investigated for linear time-invariant systems over sensor networks, where the sensors are required to estimate the system states in a cooperative...
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In this article, the consensus-based distributed estimation problem is investigated for linear time-invariant systems over sensor networks, where the sensors are required to estimate the system states in a cooperative manner through communication. A novel encoding-decoding scheme (EDS), which consists of two pairs of an innovation encoder/decoder and an estimation encoder/decoder, is proposed on each sensor to compress the data in order to accommodate the bandwidth-constrained network. An EDS-based consensus estimator is designed whose estimation performance is thoroughly discussed. Specially, a necessary and sufficient condition is established to ensure the convergence of the error dynamics of the state estimates, and then the boundedness issue of the size of the transmitted data is examined. Three optimization algorithms are provided for, respectively, the fastest convergence of the error dynamics, the minimization of the estimator gains, as well as the tradeoff between the convergence rate and the estimation deviation. The effectiveness of the developed distributed estimators is finally illustrated by a series of numerical examples.
This study investigates the fuzzy modeling and event-triggered control problems for nonlinear offshore platforms under encoding-decoding scheme (EDS), where an active mass damper (AMD) mitigates the platform vibration...
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This study investigates the fuzzy modeling and event-triggered control problems for nonlinear offshore platforms under encoding-decoding scheme (EDS), where an active mass damper (AMD) mitigates the platform vibrations induced by wave forces. First, the platform system with inherent nonlinearities is modeled via Takagi-Sugeno fuzzy technique. Under the limited bandwidth, event-triggering mechanism (ETM) and EDS are implemented for reducing communication resource usage. Given the distance between sensors installed on the platform and AMD, decentralized ETMs are developed to independently manage the signal transmission of each sensor. Besides, a dynamic quantizer and encoding function under limited coding length are deigned to convert triggered state into a binary string, i.e., codeword. Subsequently, a decoder is proposed to restore state signal and design fuzzy controller. Meanwhile, slack matrices integrated with membership function boundary information are utilized to derive sufficient conditions, and the relationship between control performance and coding error is clearly established. Finally, simulation results verify the vibration reduction performance in offshore platforms.
In this article, the state estimation problem is investigated for permanent magnet synchronous motors with sensor degradations under the encoding-decoding scheme. To reduce the network communication burden and enhance...
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In this article, the state estimation problem is investigated for permanent magnet synchronous motors with sensor degradations under the encoding-decoding scheme. To reduce the network communication burden and enhance data transmission security, a uniform quantization-based encoding-decoding strategy is introduced in the sensor-to-estimator channel, which allows the transmitted power signals to be converted into digital format. Furthermore, the sensor degradation is represented by using a set of independent stochastic variables obeying uniform distributions. The primary objective of this article is to design a recursive state estimation algorithm such that, in the presence of sensor degradations and encoding-decoding strategy, a minimal upper bound on the estimation error covariance is derived by designing an appropriate estimator gain matrix. Simulation experiments for permanent magnet synchronous motors are conducted to validate the efficacy of the proposed recursive state estimation algorithm.
This paper is concerned with encoding-decoding-based distributed state estimation over sensor networks under DoS attacks. Different from most of the existing research results on distributed state estimation for sensor...
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This paper is concerned with encoding-decoding-based distributed state estimation over sensor networks under DoS attacks. Different from most of the existing research results on distributed state estimation for sensor networks, where all sensors are assumed to have sufficiently wide sensing ranges, this paper considers sensors with limited sensing ranges. Therefore, the problem studied has more practical significance. To save the limited bandwidth resources of sensor networks, a two-channel encoding-decoding scheme (EDS) based on probability is proposed for each node to compress the transmitted data to an acceptable range, where independent DoS attacks are launched randomly on the communication channels between nodes. Then, a distributed state estimator with limited sensing ranges under DoS attacks in the presence of both the sensor-estimator channel EDS and the node-node channel EDS is constructed under the criterion of minimum mean-square error. Furthermore, considering the real-time changes of the communication topology resulting from independent DoS attacks and the uncertainty introduced by the node-node channel EDS, the upper bound of the expected estimation error covariance is derived and the boundedness of the upper bound is analyzed under given assumption conditions. Finally, a numerical example is exhibited to illustrate the effectiveness of the designed algorithm.
In this article, the recursive filtering problem is investigated for a class of discrete-time stochastic dynamical networks where the data delivery from the sensors to the filter is implemented by a digital communicat...
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In this article, the recursive filtering problem is investigated for a class of discrete-time stochastic dynamical networks where the data delivery from the sensors to the filter is implemented by a digital communication channel. With the help of the uniform quantization method, an improved encoding-decoding mechanism associated with measurement outputs is first put forward where the decoding error is guaranteed to be stochastically bounded under a certain bit-rate constraint condition. Based on the obtained decoded measurement outputs, sufficient conditions are then established such that the filtering error variance is constrained by an optimized upper bound at each sampling instant. The desired filter parameters are recursively calculated by solving two coupled Riccati difference equations. Moreover, the monotonicity for the filtering error variance with respect to the bit-rate of the communication channel is analytically discussed. Finally, an illustrative numerical simulation is provided to verify the obtained theoretical results.
The paper investigates the distributed fusion filtering problem for time-varying multi-rate nonlinear systems (TVMRNSs) with sensor resolutions based on the encoding-decoding scheme (EDS) over sensor networks, where t...
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The paper investigates the distributed fusion filtering problem for time-varying multi-rate nonlinear systems (TVMRNSs) with sensor resolutions based on the encoding-decoding scheme (EDS) over sensor networks, where the iterative method is applied to the transformation of TVMRNSs. In order to enhance signal interference-resistant capability and improve transmission efficiency, the EDS based on dynamic quantization is introduced during the measurement transmission. On the basis of the decoded measurements, a local distributed filter is constructed, where an upper bound on the local filtering error (LFE) covariance is derived and the local filter gains are obtained by minimizing the trace of the upper bound. Subsequently, the fusion filtering algorithm is presented according to the covariance intersection fusion criterion. In addition, a sufficient condition is provided via reasonable assumptions to ensure the uniform boundedness of the upper bound on the LFE covariance. Finally, a moving target tracking practical example is taken to show the superiority of the proposed filtering algorithm and discuss the monotonicity of the mean-square error of the fusion filter with respect to the sensor resolutions and quantization intervals.
This paper addresses the encoding-decoding-based fusion estimation problem for a class of systems with signal relays and stochastic measurement delays. A set of Bernoulli distributed random variables is used to model ...
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This paper addresses the encoding-decoding-based fusion estimation problem for a class of systems with signal relays and stochastic measurement delays. A set of Bernoulli distributed random variables is used to model the randomly occurring measurement delays. To enhance the system performance and extend the transmission distance, a filter-and-forward relay is adopted in the transmission link. To handle the limited bandwidth of the communication channels, an encoding-decoding scheme based on a probabilistic quantizer is proposed for the sensor-relay and relay-estimator channels. For each relay, a local filter is constructed with a proper filter gain at each time step with aim to minimize an upper bound of the local estimation error covariance. The effects of the encoding-decoding scheme on the error covariance are also analyzed quantitatively. The estimates obtained from the local filters are then fused at the remote estimator using the covariance intersection fusion strategy. Finally, a target tracking simulation example is presented to demonstrate the effectiveness of the proposed framework.
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