International audienceSufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear systems subject to saturation, based on piecewise polynomial Lyapunov functions. The proposed conditions are formulated in terms of convex optimization problems and improve existing results both for the quadratic (L2 gain) and the polynomial (L2m gain) cases
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
International audienceIn this technical note, we provide sufficient conditions for global asymptotic...
International audienceIn this technical note, we provide sufficient conditions for global asymptotic...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
Sufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear...
Sufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear...
Sufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear...
In this paper we provide sufficient conditions for regional asymptotic and nonlinear ℒ2m gain estima...
In this paper we provide sufficient conditions for regional asymptotic and nonlinear ℒ2m gain estima...
In this paper we provide sufficient conditions for regional asymptotic and nonlinear ℒ2m gain estima...
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
International audienceIn this technical note, we provide sufficient conditions for global asymptotic...
International audienceIn this technical note, we provide sufficient conditions for global asymptotic...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
International audienceSufficient conditions are presented for regional stability and nonlinear L2m g...
Sufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear...
Sufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear...
Sufficient conditions are presented for regional stability and nonlinear L2m gain analysis of linear...
In this paper we provide sufficient conditions for regional asymptotic and nonlinear ℒ2m gain estima...
In this paper we provide sufficient conditions for regional asymptotic and nonlinear ℒ2m gain estima...
In this paper we provide sufficient conditions for regional asymptotic and nonlinear ℒ2m gain estima...
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
In this technical note, we provide sufficient conditions for global asymptotic stability and global ...
International audienceIn this technical note, we provide sufficient conditions for global asymptotic...
International audienceIn this technical note, we provide sufficient conditions for global asymptotic...