This paper is concerned with the Hankel operator and the Hankel norm of sampled-data systems. Even though these systems are intrinsically periodically time-varying, no studies have taken this important feature into account in the treatment of the Hankel operator/norm. We characterize the Hankel operator/norm of sampled-data systems adequately under the treatment with the L-2 norm for the past input and the L-infinity norm for the future output. Such treatment still captures the essential issue on the periodicity but contributes to neat arguments compared with the case when the L-2 norm is also considered on the future output.11Nsciescopu
This paper develops exact, computable formulas for the frequency gain and L₂-induced norm of the sen...
In this study, we focus on the $ l_q/l_p $ Hankel norms of linear time-invariant (LTI) discrete-time...
It is well-known that linear, periodically time-varying, continuous-time systems are formally equiva...
This paper is concerned with the Hankel operator of sampled-data systems. The Hankel operator is usu...
This paper develops a generalized framework for computing the -induced norm of sampled-data systems,...
Abstract Because sampled‐data systems have h‐periodic nature with the sampling period h, an arbitrar...
This paper tackled the problem of characterizing the induced norm from L₂ to L∞ in single-input/sing...
This paper is concerned with linear time-invariant (LTI) sampled-data systems (by which we mean samp...
This paper is concerned with linear time-invariant (LTI) sampled-data systems (by which we mean samp...
The classical time-invariant Hankel-norm approximation problem is generalized to the time-varying co...
Because sampled-data systems have h-periodic nature with the sampling period h, an arbitraryΘ ∈ [0, ...
©1998 IEEE. Personal use of this material is permitted. However, permission to reprint/republish thi...
This paper considers linear time-invariant (LTI) sampled-data systems and studies their generalized ...
This paper considers linear time-invariant (LTI) sampled-data systems and studies their generalized ...
This paper deals with the L-1 analysis of linear sampled-data systems, by which we mean the computat...
This paper develops exact, computable formulas for the frequency gain and L₂-induced norm of the sen...
In this study, we focus on the $ l_q/l_p $ Hankel norms of linear time-invariant (LTI) discrete-time...
It is well-known that linear, periodically time-varying, continuous-time systems are formally equiva...
This paper is concerned with the Hankel operator of sampled-data systems. The Hankel operator is usu...
This paper develops a generalized framework for computing the -induced norm of sampled-data systems,...
Abstract Because sampled‐data systems have h‐periodic nature with the sampling period h, an arbitrar...
This paper tackled the problem of characterizing the induced norm from L₂ to L∞ in single-input/sing...
This paper is concerned with linear time-invariant (LTI) sampled-data systems (by which we mean samp...
This paper is concerned with linear time-invariant (LTI) sampled-data systems (by which we mean samp...
The classical time-invariant Hankel-norm approximation problem is generalized to the time-varying co...
Because sampled-data systems have h-periodic nature with the sampling period h, an arbitraryΘ ∈ [0, ...
©1998 IEEE. Personal use of this material is permitted. However, permission to reprint/republish thi...
This paper considers linear time-invariant (LTI) sampled-data systems and studies their generalized ...
This paper considers linear time-invariant (LTI) sampled-data systems and studies their generalized ...
This paper deals with the L-1 analysis of linear sampled-data systems, by which we mean the computat...
This paper develops exact, computable formulas for the frequency gain and L₂-induced norm of the sen...
In this study, we focus on the $ l_q/l_p $ Hankel norms of linear time-invariant (LTI) discrete-time...
It is well-known that linear, periodically time-varying, continuous-time systems are formally equiva...