Publications associées à Slater's condition

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Robust fixed-order H infinity Controller Design for Spectral Models by Convex Optimization

Alireza Karimi, Roland Longchamp, Gorka Galdos Sanz de Galdeano

A new approach for robust fixed-order

H_\infty

controller design by convex optimization is proposed. Linear time-invariant single-input single-output systems represented by a finite set of complex values in the frequency domain are considered. It is show ...

IEEE2008

Slater's condition

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Multi-channel low-frequency room equalization using perceptually motivated constrained optimization

Data-driven model reference control with asymptotically guaranteed stability

Robust Controller Design by Convex Optimization based on Finite Frequency Samples of Spectral Models

Derivatives with respect to metrics and applications: subgradient marching algorithm

Separation and Duality in Locally L0-Convex Modules

Data-driven controller tuning with integrated stability constraint

Robust fixed-order H infinity Controller Design for Spectral Models by Convex Optimization

Noniterative Data-driven Controller Tuning Using the Correlation Approach

Data-Driven Estimation of the Infinity Norm of a Dynamical System

The Random Trip Model: Stability, Stationary Regime, and Perfect Simulation

Data-driven model reference control with asymptotically guaranteed stability

Derivatives with respect to metrics and applications: subgradient marching algorithm

Data-Driven Estimation of the Infinity Norm of a Dynamical System

Noniterative Data-driven Controller Tuning Using the Correlation Approach

Multi-channel low-frequency room equalization using perceptually motivated constrained optimization

Data-driven controller tuning with integrated stability constraint

Robust Controller Design by Convex Optimization based on Finite Frequency Samples of Spectral Models

Robust fixed-order H infinity Controller Design for Spectral Models by Convex Optimization

The Random Trip Model: Stability, Stationary Regime, and Perfect Simulation

Separation and Duality in Locally L0-Convex Modules