Results 121 to 130 of about 30,360 (174)
A multielement boundary-value problem with a piecewise-smooth shift on a piecewise-Lyapunov contour for a function analytic in a domain [PDF]
Ukrainian Mathematical Journal, 1990 In an Lp-formulation (1 < p < ∞) there is constructed for a function ϕ (z) analytic in a multiconnected domain with a piecewise-Lyapunov boundary Γ a Noether theory of the boundary-value problem $$a (t) \varphi (t) + b (t) \varphi [\alpha (t)] + d (t\overline {) \varphi (t) } + e (t) \overline {\varphi [\alpha (t)]} = f(t), t \varepsilon \Gamma ,$$
A. P. Nechaev, Z. M. Lysenko
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On a certain boundary value problem of N. P. Vekua with a piecewise-smooth shift on a piecewise Lyapunov contour [PDF]
Siberian Mathematical Journal, 1992 З. М. Лысенко
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The Hardy space of solutions to first-order elliptic systems [PDF]
, 2007 The space indicated in the title is introduced and studiedyesBelgorod State ...
A. Soldatov
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IEEE Transactions on Circuits and Systems - II - Express Briefs, 2023
In this brief, the stability of neural networks with switching between small and large time delays is studied by developing an improved exponential stability criterion.
Yu Fan +4 more
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In this brief, the stability of neural networks with switching between small and large time delays is studied by developing an improved exponential stability criterion.
Yu Fan +4 more
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IEEE Transactions on Instrumentation and Measurement, 2023
The lack of grasp of the image information and the unstable fluctuation of the model energy may cause segmentation failure of the active contour model (ACM). Minimizing the impact of these two factors is critical.
Guina Wang +4 more
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The lack of grasp of the image information and the unstable fluctuation of the model energy may cause segmentation failure of the active contour model (ACM). Minimizing the impact of these two factors is critical.
Guina Wang +4 more
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Chinese Control and Decision Conference, 2018
This paper is concerned with the problem of reachable set estimation for discrete-time T-S fuzzy singular systems with bounded input disturbances. Based on the Piecewise Lyapunov Function (PLF) method, a improved sufficient condition is established in ...
Jiangrong Li, Juan Shi, Zhiguang Feng
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This paper is concerned with the problem of reachable set estimation for discrete-time T-S fuzzy singular systems with bounded input disturbances. Based on the Piecewise Lyapunov Function (PLF) method, a improved sufficient condition is established in ...
Jiangrong Li, Juan Shi, Zhiguang Feng
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Online Learning Based Shape Control for a Soft Manipulator Based on Spatial Features Feedback
IEEE Robotics and Automation LettersAlthough soft manipulators are endowed with compliance and flexibility, most control strategies focus on end-effector control and lack shape control ability. This letter aims to design a shape controller for the soft manipulator.
Yi Shen +4 more
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IEEE Transactions on Automatic Control, 2020
In this technical note, the asymptotic stability analysis and state-feedback control design are investigated for a class of discrete-time switched nonlinear systems via the smooth approximation technique.
Yanzheng Zhu, W. Zheng
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In this technical note, the asymptotic stability analysis and state-feedback control design are investigated for a class of discrete-time switched nonlinear systems via the smooth approximation technique.
Yanzheng Zhu, W. Zheng
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Counter-example guided synthesis of neural network Lyapunov functions for piecewise linear systems
IEEE Conference on Decision and Control, 2020We introduce an algorithm for synthesizing and verifying piecewise linear Lyapunov functions to prove global exponential stability of piecewise linear dynamical systems.
Hongkai Dai +3 more
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, 2014
This article investigates the robust H∞ fuzzy output-feedback control problem for a discrete Takagi–Sugeno (T–S) fuzzy system with uncertainties. By constructing a discrete piecewise Lyapunov function in each maximal overlapped-rule group, the systematic
Songtao Zhang, Yanting Hou, Xiaowei Zhao
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This article investigates the robust H∞ fuzzy output-feedback control problem for a discrete Takagi–Sugeno (T–S) fuzzy system with uncertainties. By constructing a discrete piecewise Lyapunov function in each maximal overlapped-rule group, the systematic
Songtao Zhang, Yanting Hou, Xiaowei Zhao
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