不确定的微分方程已广泛应用于许多领域，尤其是不确定的金融领域。 不幸的是，我们不能总是得到不确定微分方程的解析解。 早期的研究人员提出了一种基于欧拉方法的数值方法。 本文设计了一种通过广泛使用的Runge-Kutta方法求解不确定微分方程的新数值方法。 给出了一些例子来说明Runge-Kutta方法在计算不确定性微分方程解的不确定性分布，期望值，极值和时间积分时的有效性。
2023-03-15 01:31:25
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Robust solutions of LP contaminated with uncertain data.pdfRobust solutions of LP contaminated with uncertain data.pdfRobust solutions of LP contaminated with uncertain data.pdf
2022-10-31 20:13:16
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Calafiore G,CampiMC.Uncertainconvexprograms:randomizedsolutionsand
confidence levels.MathematicalProgramming2005;102(1):25–46.
2022-03-01 13:51:57
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DEFENSE DYNAMIC SECURITY STRATEGIES FOR AN UNCERTAIN FUTURE.pdf
2021-08-21 13:01:21
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伯克利大神J. Karl Hedrick的著作，动态面控制(DSC)领域非常经典的教材。
2021-08-13 14:50:52
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间隔状态观测器在每个时间点对状态向量的允许值集合进行估计。 理想情况下，评估集的大小与模型不确定性成正比，因此，间隔观察者会生成具有估计误差范围的状态估计值，类似于Kalman滤波器，但要在确定性框架内进行。 本教程介绍了用于连续时间，离散时间和时滞系统的间隔观察器设计的主要工具和技术。
2021-08-13 09:45:55
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Adaptive Backstepping Control of Uncertain Systems
Lecture Notes in Control and Information Sciences 372
Editors: M. Thoma, M. Morari
2021-07-03 18:19:23
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The main difficulty in stability analysis of reset control systems comes from their state-dependent reset mechanism. It becomes more challenging when output matrix suffers from uncertainties which make the reset time instants uncertain. In this paper, existing quadratic stability results for uncerta
2021-02-20 20:09:19
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PRACTICAL SYNCHRONIZATION OF NONAUTONOMOUS SYSTEMS WITH UNCERTAIN PARAMETER MISMATCH VIA A SINGLE STATE FEEDBACK CONTROL
2021-02-20 20:08:57
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The shortest path problem is one of the most fundamental problems in network optimization. This paper is concerned with shortest path problems in non-deterministic environment, in which some arcs have stochastic lengths and meanwhile some have uncertain lengths. In order to deal with path problems i
2021-02-07 16:03:14
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