Nonlinear Control Systems: A "State-Dependent (Differential) Riccati Equation" Approach
In the area of nonlinear control systems, recently the easy-to-implement state-dependent Riccati equation (SDRE) strategy has been shown to be effective by numerous practical applications, possessing collectively many of the capabilities and overcoming many of the difficulties of other nonlinear control methods.
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Fractional order effects on solitary waves and chaotic regimes in the mKdV Burgers equation. [PDF]
Islam MA, Rimu NN, Dey P.
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Interval-aware optimal control of PMSG-based wind energy conversion systems via piecewise Chebyshev inclusion. [PDF]
Razmjooy N.
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Bifurcation analysis and analytical traveling wave solutions of a sasa-satsuma equation involving beta, M-truncated and conformable derivatives using the EGREM method. [PDF]
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Adaptive Path Integral Diffusion: AdaPID. [PDF]
Chertkov M, Behjoo H.
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GP-Driven Adaptive Tube MPC for Communication-Preserving Navigation of Mobile Relay Robots in Indoor Disaster Environments. [PDF]
Kim D, Kim S, Suh JH.
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Observer-based optimal and robust output regulation for nonlinear systems. [PDF]
Qazi AKA, Memon AY.
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Robust finite-time anti-swing control for quadrotor slung-load system based on compensation function observer. [PDF]
Yu X +5 more
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Adaptive LQR active control of pantograph based on MDO algorithm. [PDF]
Lichuan H, Hanlin Z.
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Rotorcraft Trajectory Tracking Using the State-Dependent Riccati Equation Controller
KIM, Chang-Joo +3 more
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