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acțiune Inspecţie intrerupere de sarcina pade discretisation for linear systems with polyhedral lyapunov functions director nesigur Nord
Composite control Lyapunov functions for robust stabilization of constrained uncertain dynamical systems
Padé discretization for linear systems with polyhedral Lyapunov functions
REVIEW ON COMPUTATIONAL METHODS FOR LYAPUNOV FUNCTIONS Peter Giesl Sigurdur Hafstein 1. Introduction. In 1892 Lyapunov published
Mathematics | Free Full-Text | Robust PD-Type Iterative Learning Control of Discrete Linear Repetitive Processes in the Finite Frequency Domain | HTML
Padé discretization for linear systems with polyhedral Lyapunov functions
Non-monotonic Lyapunov Functions for Stability of Discrete Time Nonlinear and Switched Systems
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Constrained control Lyapunov function based model predictive control design
Cone-Copositive Lyapunov Functions for Complementarity Systems: Converse Result and Polynomial Approximation
Advances in the stability analysis of large-scale discrete-time systems
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Geometric control of hybrid systems
PDF) Switched Positive Linear Systems | Franco Blanchini - Academia.edu
Pade' discretization for linear systems with polyhedral Lyapunov functions
Mod-13 Lec-33 Constructions of Lyapunov Functions - YouTube
Pade' discretization for linear systems with polyhedral Lyapunov functions
Non-monotonic Lyapunov Functions for Stability of Nonlinear and Switched Systems: Theory and Computation Amir Ali Ahmadi B.S., E
Constrained Uncertain System Stabilization with Enlargement of Invariant Sets. - Document - Gale Academic OneFile
Full article: A numerical technique for the stability analysis of linear switched systems
PDF) Pad?? Discretization for Linear Systems With Polyhedral Lyapunov Functions
Padé discretization for linear systems with polyhedral Lyapunov functions
PDF) Padé Discretization for Linear Systems With Polyhedral Lyapunov Functions.
Positive Systems: Discretization with Positivity and Constraints
control theory - How to use a Lyapunov function to test stability of a non-linear system? - Mathematics Stack Exchange
Padé discretization for linear systems with polyhedral Lyapunov functions
On Pad�Approximations, Quadratic Stability and Discretization of Switched Linear Systems
Symmetry | Free Full-Text | Discrete-Inverse Optimal Control Applied to the Ball and Beam Dynamical System: A Passivity-Based Control Approach | HTML
On absolute stability analysis by polyhedral Lyapunov functions - ScienceDirect
Design of Stabilizing Switching Control Laws for Discrete and Continuous-Time Linear Systems Using Piecewise-Linear Lyapunov Fun
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