We develop a factorization theory for stable inner functions relative to the unit circle
AbstractThe extended (J, J′)-lossless factorization for discrete-time rational matrix functions with...
This paper considers inner-outer factorization of asymptotically stable nonlinear state space system...
This paper considers inner–outer factorization of asymptotically stable nonlinear state space system...
We develop a factorization for stable inner functions relative to the unit circle (orig.)SIGLEAvaila...
We develop a factorization theory for stable inner functions relative to the unit circle. paf/hoffma...
A left canonical factorization theorem for rational matrix functions relative to the unit circle is ...
AbstractA left canonical factorization theorem for rational matrix functions relative to the unit ci...
AbstractThe theory of inner functions plays an important role in the study of bounded analytic funct...
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
IEEE Transactions on Circuits and Systems I: Fundamental Theory and Applications4311941-945ITCA
Canonical factorization of a rational matrix function on the unit circle is described explicitly in ...
IEEE Transactions on Circuits and Systems I: Fundamental Theory and Applications4311941-945ITCA
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
This paper presents new stability results for matrix Wiener–Hopf factorization. The first part of th...
The extended (J, J′)-lossless factorization for discrete-time rational matrix functions with zeros o...
AbstractThe extended (J, J′)-lossless factorization for discrete-time rational matrix functions with...
This paper considers inner-outer factorization of asymptotically stable nonlinear state space system...
This paper considers inner–outer factorization of asymptotically stable nonlinear state space system...
We develop a factorization for stable inner functions relative to the unit circle (orig.)SIGLEAvaila...
We develop a factorization theory for stable inner functions relative to the unit circle. paf/hoffma...
A left canonical factorization theorem for rational matrix functions relative to the unit circle is ...
AbstractA left canonical factorization theorem for rational matrix functions relative to the unit ci...
AbstractThe theory of inner functions plays an important role in the study of bounded analytic funct...
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
IEEE Transactions on Circuits and Systems I: Fundamental Theory and Applications4311941-945ITCA
Canonical factorization of a rational matrix function on the unit circle is described explicitly in ...
IEEE Transactions on Circuits and Systems I: Fundamental Theory and Applications4311941-945ITCA
AbstractA fundamental result in the theory of Hardy spaces of analytic matrix and operator valued fu...
This paper presents new stability results for matrix Wiener–Hopf factorization. The first part of th...
The extended (J, J′)-lossless factorization for discrete-time rational matrix functions with zeros o...
AbstractThe extended (J, J′)-lossless factorization for discrete-time rational matrix functions with...
This paper considers inner-outer factorization of asymptotically stable nonlinear state space system...
This paper considers inner–outer factorization of asymptotically stable nonlinear state space system...