The problem we consider is how to obtain a UL-factorization from a, LU-factorization for integral operators with semi-separable kernels in both the time varying and the time invariant cases. We also consider the special situation where the integral operators are self-adjoint
In this paper we study the resolution problem of an integral equation with operator valued kernel. W...
The factorization of some classes of matrix-valued functions is obtained, which yields some new resu...
AbstractA general version of the commutant lifting theorem for operators between different spaces is...
We characterize integral operators with semi-separable kernels in a certain class that have differen...
AbstractWe characterize integral operators with semi-separable kernels in a certain class that have ...
AbstractThis paper extends the methods of special factorization to treat a class of factorization pr...
AbstractAn algorithm to construct a minimal lower separable representation out of a lower separable ...
AbstractA left canonical factorization theorem for rational matrix functions relative to the unit ci...
AbstractLU-factorization has been an original motivation for the development of Semi-Separability (s...
A left canonical factorization theorem for rational matrix functions relative to the unit circle is ...
This book focuses on solving integral equations with difference kernels on finite intervals. The cor...
AbstractSome results for integral operators whose kernels are the exponential integrals are presente...
In this paper we derive perturbation theorems for the LU and QR factors. Moreover, bounds for $\kapp...
In this paper we give examples of polynomial phase functions for which the factorization condition o...
Consider an operator T : X--->Y between Banach function spaces having adequate order continuity and...
In this paper we study the resolution problem of an integral equation with operator valued kernel. W...
The factorization of some classes of matrix-valued functions is obtained, which yields some new resu...
AbstractA general version of the commutant lifting theorem for operators between different spaces is...
We characterize integral operators with semi-separable kernels in a certain class that have differen...
AbstractWe characterize integral operators with semi-separable kernels in a certain class that have ...
AbstractThis paper extends the methods of special factorization to treat a class of factorization pr...
AbstractAn algorithm to construct a minimal lower separable representation out of a lower separable ...
AbstractA left canonical factorization theorem for rational matrix functions relative to the unit ci...
AbstractLU-factorization has been an original motivation for the development of Semi-Separability (s...
A left canonical factorization theorem for rational matrix functions relative to the unit circle is ...
This book focuses on solving integral equations with difference kernels on finite intervals. The cor...
AbstractSome results for integral operators whose kernels are the exponential integrals are presente...
In this paper we derive perturbation theorems for the LU and QR factors. Moreover, bounds for $\kapp...
In this paper we give examples of polynomial phase functions for which the factorization condition o...
Consider an operator T : X--->Y between Banach function spaces having adequate order continuity and...
In this paper we study the resolution problem of an integral equation with operator valued kernel. W...
The factorization of some classes of matrix-valued functions is obtained, which yields some new resu...
AbstractA general version of the commutant lifting theorem for operators between different spaces is...
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