The sub-optimal Hankel norm approximation problem is solved for a well-posed linear system with generating operators (A,B,C) and transfer function G satisfying some mild assumptions. In the special case of the sub-optimal Nehari problem, an explicit parameterization of all solutions is obtained in terms of the system parameters A, B, C and G(0)
We solve the suboptimal Nehari problem for a transfer function that has a state-space realization as...
This paper investigates a parallel problem to Glover (1984): approximate a multivariable transfer fu...
This paper investigates a parallel problem to [5]: approximate a multivariable transfer function G(z...
The sub-optimal Hankel norm approximation problem is solved for a well-posed linear system with gene...
Model reduction is an important engineering problem, in which one aims to replace an elaborate model...
The sub-optimal Hankel norm approximation problem is solved under the assumptions that the system is...
[[abstract]]The best approximation in the optimal solution set of the Hankel-norm model reduction pr...
This paper concerns the unifying framework to strictly contractive extension problems, which is usua...
The sub-optimal Hankel norm approximation problems have been studied extensively in the literature a...
The optimal Hankel norm approximation problem is solved under the assumptions that the system Sigma ...
AbstractConnections are established between Hankel-norm approximation, the problem of finding approx...
The optimal Hankel norm approximation problem is solved for a class of infinite-dimensional systems ...
A self-contained derivation is presented of the characterization of all optimal Hankel-norm approxim...
Connections are established between Hankel-norm approximation, the problem of finding approximating ...
We solve the suboptimal Nehari problem for a transfer function that has a state-space realization as...
This paper investigates a parallel problem to Glover (1984): approximate a multivariable transfer fu...
This paper investigates a parallel problem to [5]: approximate a multivariable transfer function G(z...
The sub-optimal Hankel norm approximation problem is solved for a well-posed linear system with gene...
Model reduction is an important engineering problem, in which one aims to replace an elaborate model...
The sub-optimal Hankel norm approximation problem is solved under the assumptions that the system is...
[[abstract]]The best approximation in the optimal solution set of the Hankel-norm model reduction pr...
This paper concerns the unifying framework to strictly contractive extension problems, which is usua...
The sub-optimal Hankel norm approximation problems have been studied extensively in the literature a...
The optimal Hankel norm approximation problem is solved under the assumptions that the system Sigma ...
AbstractConnections are established between Hankel-norm approximation, the problem of finding approx...
The optimal Hankel norm approximation problem is solved for a class of infinite-dimensional systems ...
A self-contained derivation is presented of the characterization of all optimal Hankel-norm approxim...
Connections are established between Hankel-norm approximation, the problem of finding approximating ...
We solve the suboptimal Nehari problem for a transfer function that has a state-space realization as...
This paper investigates a parallel problem to Glover (1984): approximate a multivariable transfer fu...
This paper investigates a parallel problem to [5]: approximate a multivariable transfer function G(z...
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