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From Unrealistic to Functional Optimism in Illness Perception: A Psychometric Comparison Across 10 Countries. [PDF]
de Castro EK +8 more
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Prescribed-Time Leader-Follower Synchronization of Higher-Order Nonlinear Multi-Agent Systems via Fuzzy Neural Adaptive Sliding Control. [PDF]
Ullah S +5 more
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Synthetic Scientific Image Generation with VAE, GAN, and Diffusion Model Architectures. [PDF]
Sordo Z +7 more
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Advanced mathematical modeling and simulation of high altitude balloons for precision stratospheric data collection. [PDF]
Slimene MB, Khlifi MA, Tlili I.
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Approximate feedforward control
2015 10th Asian Control Conference (ASCC), 2015Disturbances are inevitable in most control systems. They drive the systems away from their set points. It takes time for feedback control to reject them. The feedforward control offers great potentials for regulation performance if the disturbances are measurable.
null Xian Li +2 more
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Dual Approximations in Optimal Control
SIAM Journal on Control and Optimization, 1984The following optimal control problem is considered: \[ (P)\quad \min imize\quad C(z)\quad subject\quad to\quad M(z)=0,\quad z\in {\mathcal Z}, \] where \({\mathcal Z}\) denotes the set of pairs \(z=(x,u)\) such that x: [0,1]\(\to {\mathbb{R}}^ n\) is absolutely continuous and u: [0,1]\(\to {\mathbb{R}}^ m\) is summable, and \(M(x,u)(t)=x'(t)-A(t)x(t ...
Hager, William W., Ianculescu, George D.
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Adaptive Control Using Stochastic Approximation
Journal of Cybernetics, 1974Abstract Adaptive control of systems with uncertainty can be implemented without complete identification of the plant if the cost function is measured continuously and the parameters of the controller are adjusted, using an efficient gradient method, to obtain optimum performance.
Sinha, N. K., Prasad, T.
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Solvable approximations of control systems
The 23rd IEEE Conference on Decision and Control, 1984The paper is concerned with the construction of affine systems in the Crouch canonical form, defined on vector spaces, which approximate locally the input-output behaviour of a given smooth affine system. A similar problem of approximation by bilinear systems has been considered first by \textit{A. J. Krener} [SIAM J.
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Approximation of impulse controls
Computational Mathematics and Modeling, 2011zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Daryin, A. N., Minaeva, Yu. Yu.
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