Due to the dispersed and disorderly feathers of distributed photovoltaic (PV) power generation on the user side, the difficulties of the low-carbon transformation of the power grid and sustainable development of large...
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Pantograph is the only equipment for trains to obtain power. As the core component of the train power supply system, real-time and accurate detection of the pantograph structure state is of great significance to ensur...
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Rational planning of battery energy storage system is the key technology to solve the problem of high proportion of new energy consumption and the requirements of high performance power supply. Starting from the multi...
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Detection of schizophrenia is of great significance in clinical practice. In conventional machine learning methods, manual feature extraction is required, which is a hard and time-consuming task. This paper proposes a...
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Sneak circuit analysis is a crucial reliability design process. In the design of spacecraft electronic systems, it is challenging to identify sneak circuits related to integrated chip interface circuits, and there are...
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This paper proposes a fault tolerant tracking controller design method for a quadrotor based on the T-S (Takagi-Sugeno) fuzzy model. First, the nonlinear dynamics of the quadrotor is represented as a T-S fuzzy model, ...
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Aiming at the 'dimension explosion' challenge of fuzzy systems in high-dimensional data processing, this paper proposes an algorithm of DPFS (Deep progressive fuzzy system), whose structure is the connection o...
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In the conventional robust optimization(RO)context,the uncertainty is regarded as residing in a predetermined and fixed uncertainty *** many applications,however,uncertainties are affected by decisions,making the curr...
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In the conventional robust optimization(RO)context,the uncertainty is regarded as residing in a predetermined and fixed uncertainty *** many applications,however,uncertainties are affected by decisions,making the current RO framework *** paper investigates a class of two-stage RO problems that involve decision-dependent *** introduce a class of polyhedral uncertainty sets whose right-hand-side vector has a dependency on the here-and-now decisions and seek to derive the exact optimal wait-and-see decisions for the second-stage problem.A novel iterative algorithm based on the Benders dual decomposition is proposed where advanced optimality cuts and feasibility cuts are designed to incorporate the uncertainty-decision *** computational tractability,robust feasibility and optimality,and convergence performance of the proposed algorithm are guaranteed with theoretical *** motivating application examples that feature the decision-dependent uncertainties are ***,the proposed solution methodology is verified by conducting case studies on the pre-disaster highway investment problem.
An impact time cooperative guidance method based on incremental learning is proposed for multi-missile cooperative guidance problem in the attack scenario. Firstly, a guidance model is established to represent the rel...
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For many real-world scenarios, time series prediction needs to be performed on irregularly sampled data. Neural ordinary differential equations have successfully introduced neural dynamical system (NDS) methods into s...
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