Add to ORKGThis paper presents and discusses a method for assuring an upper bound of the structured singular value (µ), by treating the frequency as a real parametric uncertainty on continuous time systems. Using this approach a complete frequency interval can be covered in one µ-computation. By subdividing the frequency range and using a pruning scheme an efficient and accurate method is obtained for computing an upper bound of a dynamic system. The method is composed of existing µ-methods and branch and bound schemes
Finite-frequency H2 analysis is relevant to a number of problems in which a priori information is av...
Finite-frequency H2 analysis is relevant to a number of problems in which a priori information is av...
[[abstract]]Structured singular value (SSV or µ ) theory is known to be an effective tool for assess...
This paper presents and discusses a method for assuring an upper bound of the structured singular va...
This paper presents and discusses a method for assuring an upper bound of the structured singular va...
In this thesis, we investigate two problems in robustness analysis of uncertain systems with structu...
This paper presents new tools for computing upper and lower bounds of µ without frequency gridding. ...
Computation of all possible frequency responses of a linear system that depends on M uncertain param...
International audienceAn algorithm for computing and validating the multiplier based μ upper bound o...
The robust H2 norm plays an important role in analysis and design in many fields. However, for many ...
A fast algorithm for the computation of the optimally frequencydependent scaled H1-norm of a finite ...
peer-reviewedThe paper introduces a new computationally efficient algorithm to determine a lower bou...
In many applications, design or analysis is performed over a finite-frequency range of interest. The...
peer-reviewedThe paper introduces a new approach for the computation of a lower bound on the struct...
This paper deals with the evaluations of lower and upper bounds of dynamic responses and natural fre...
Finite-frequency H2 analysis is relevant to a number of problems in which a priori information is av...
Finite-frequency H2 analysis is relevant to a number of problems in which a priori information is av...
[[abstract]]Structured singular value (SSV or µ ) theory is known to be an effective tool for assess...
This paper presents and discusses a method for assuring an upper bound of the structured singular va...
This paper presents and discusses a method for assuring an upper bound of the structured singular va...
In this thesis, we investigate two problems in robustness analysis of uncertain systems with structu...
This paper presents new tools for computing upper and lower bounds of µ without frequency gridding. ...
Computation of all possible frequency responses of a linear system that depends on M uncertain param...
International audienceAn algorithm for computing and validating the multiplier based μ upper bound o...
The robust H2 norm plays an important role in analysis and design in many fields. However, for many ...
A fast algorithm for the computation of the optimally frequencydependent scaled H1-norm of a finite ...
peer-reviewedThe paper introduces a new computationally efficient algorithm to determine a lower bou...
In many applications, design or analysis is performed over a finite-frequency range of interest. The...
peer-reviewedThe paper introduces a new approach for the computation of a lower bound on the struct...
This paper deals with the evaluations of lower and upper bounds of dynamic responses and natural fre...
Finite-frequency H2 analysis is relevant to a number of problems in which a priori information is av...
Finite-frequency H2 analysis is relevant to a number of problems in which a priori information is av...
[[abstract]]Structured singular value (SSV or µ ) theory is known to be an effective tool for assess...