Viscosity solutions of fully nonlinear functional parabolic PDE by Liu Wei-an, Lu Gang

“…Such equations involve many models arising from optimal control theory, economy and finance, biology, and so forth. …”
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H∞ Consensus for Discrete-Time Multiagent Systems by Xiaoping Wang, Jinliang Shao

“…An H∞ consensus problem of multiagent systems is studied by introducing disturbances into the systems. Based on H∞ control theory and consensus theory, a condition is derived to guarantee the systems both reach consensus and have a certain H∞ property. …”
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Characterization, Dissolution, and Solubility of Zn-Substituted Hydroxylapatites [(ZnxCa1−x)5(PO4)3OH] at 25°C by Xin Zhao, Yinian Zhu, Zongqiang Zhu, Yanpeng Liang, Yanlong Niu, Ju Lin

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A simple analysis of vaccination strategies for rubella by Bruno Buonomo

“…We consider an SEIR epidemic model with vertical transmission introduced by Li, Smith and Wang, [23], and apply optimal control theory to assess the effects of vaccination strategies on the model dynamics. …”
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On-Stage Playing Space As a Resource of Managers’ Professional Development by A. E. Rostovskaya

“…The article is devoted to the activities of the Laboratory “Workshop stage action in the management” of the Department of control theory on the formation stage methodology in management education. …”
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Dissolution and Solubility of the Synthetic Natroalunite and the Arsenic-Incorporated Natroalunite at pH of 2.00–5.60 and 25–45°C by Yinian Zhu, Huiling Xuan, Yanpeng Liang, Qiming Yan, Zongqiang Zhu, Zhangnan Jiang, Lihao Zhang, Huili Liu, Shen Tang

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Design of DCT Launch Control by Mo Chongxiang, Li Dianpeng, Wang Kaiguo, Deng Xiaofeng

“…Basing on analysis of launch control theory of DCT,five phases about launch active control are proposed and vehicle power calculations corresponding to those each control phase are also proposed. …”
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Polynomial Solutions to the Matrix Equation X−AXTB=C by Caiqin Song, Jun-e Feng

“…Some applications in control theory are discussed at the end of this paper.…”
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Identification of the Interaction Coefficients in an Intraspecific Competition Model with Diffusion Terms by Yang Na, Hongyue Wang, Runmei Du, Lina Hao

“…We use optimal the control theory to study the identification problem. Taking the unknown coefficients as control functions, the identification problem is transformed into an optimal control problem. …”
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Dissolution and Solubility Product of Cd-Fluorapatite [Cd5(PO4)3F] at pH of 2–9 and 25–45°C by Ju Lin, Zongqiang Zhu, Yinian Zhu, Huili Liu, Lihao Zhang, Zhangnan Jiang

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Review of Research on Regenerative Braking Control Strategy of New Energy Vehicle by Fei Xie, Yongfa Qin

“…The analysis shows that the research on regenerative braking control strategy based on fuzzy control theory and integrating multiple intelligent algorithms has a good research prospect and engineering application potential.…”
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NUMERICAL METHODS OF SOLUTION OF BOUNDARY-VALUE PROBLEM FOR DIFFERENTIAL-ALGEBRAIC EQUATIONS OF THE SECOND ORDER by Mikhail Valeryanovich Buiaun, Nicolai Petrovich Rakhvalov, Tạ Duy Phượng

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Analysis and Optimal Control Intervention Strategies of a Waterborne Disease Model: A Realistic Case Study by Obiora Cornelius Collins, Kevin Jan Duffy

“…Mathematical analyses of the control model are used to determine the possible benefits of these control intervention strategies. Optimal control theory is utilized to determine how to reduce the spread of a disease with minimum cost. …”
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Optimal Stroke Path for Reciprocating Heat Engines by Mahmoud Huleihil

“…The optimal piston traces for noncombustion strokes are determined by using a combination of optimal control theory and models for the thermodynamic irreversibilities. …”
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On Disturbance Rejection for a Class of Nonlinear Systems by Wei Wei

“…Disturbance attenuation or rejection control has been attracting an increasing attention from both control theory researchers and control engineering practitioners. …”
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Robust Control of Electric Vehicle Powertrain Torsional Vibration based on μ-method by Duan Xiaoya, Yu Peng, Zhang Tong, Sun Ling

“…In view of the torsional vibration of an electric vehicle（EV） driveline,based on the blendingμ integrated robust control theory,the control method of driveline is studied.Firstly,the driveline uncertainty model of a central-driven pure EV is established,considering the high-order unmodeled uncertainty of permanent magnet synchronous motor and the parameter perturbation.Then,μ-method is adopted to design the driveline robust controller.Finally,in order to verify the validity of the designed controller,the simulation and calculation are conducted by using Matlab / Simulink.Results show that the control strategy can enhance the robust performance and robust stability of the system,and reduce the possibility of system instability effectively.…”
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Weather and Climate Manipulation as an Optimal Control for Adaptive Dynamical Systems by Sergei A. Soldatenko

“…However, weather and climate modification is a purposeful process and, therefore, we can formulate operations to manipulate weather and climate as the optimization problem within the framework of the optimal control theory. The complexity of the earth’s climate system is discussed and illustrated using the simplified low-order coupled chaotic dynamical system. …”
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Synchronization of Chaotic Delayed Neural Networks via Impulsive Control by Yang Fang, Kang Yan, Kelin Li

“…By employing Lyapunov stability theorem, impulsive control theory and linear matrix inequality (LMI) technique, several new sufficient conditions ensuring the asymptotically synchronization for coupled chaotic delayed neural networks are derived. …”
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Modeling the Dynamics of an Epidemic under Vaccination in Two Interacting Populations by Ibrahim H. I. Ahmed, Peter J. Witbooi, Kailash Patidar

“…Then we apply optimal control theory to find an optimal vaccination strategy for this 2-group population in a very simple form. …”
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H∞-Based Pinning Synchronization of General Complex Dynamical Networks with Coupling Delays by Bowen Du, Dianfu Ma

“…This paper investigates the synchronization of complex dynamical networks with coupling delays and external disturbances by applying local feedback injections to a small fraction of nodes in the whole network. Based on H∞ control theory, some delay-independent and -dependent synchronization criteria with a prescribed H∞ disturbances attenuation index are derived for such controlled networks in terms of linear matrix inequalities (LMIs), which guarantee that by placing a small number of feedback controllers on some nodes, the whole network can be pinned to reach network synchronization. …”
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