A tutorial on the geometric analysis of linear time-invariant implicit systems
FL Lewis - Automatica, 1992 - Elsevier
A background of recent work in nonregular and regular implicit systems of the form E x ̇=
Ax+ Bu is provided. Then, the output-nulling, unknown-input and composite subspaces are …
Ax+ Bu is provided. Then, the output-nulling, unknown-input and composite subspaces are …
Kalman filtering and Riccati equations for descriptor systems
R Nikoukhah, AS Willsky… - 29th IEEE Conference on …, 1990 - ieeexplore.ieee.org
The theory of Kalman filtering is extended to the case of systems with descriptor dynamics.
Explicit expressions are obtained for the descriptor Kalman filter allowing for the possible …
Explicit expressions are obtained for the descriptor Kalman filter allowing for the possible …
Some circuits and systems applications of semistate theory
RW Newcomb, B Dziurla - Circuits, Systems and Signal Processing, 1989 - Springer
Some circuits and systems applications of semistate theory Page 1 CIRCUITS SYSTEMS
SIGNAL PROCESS VOL. 8, NO. 3, 1989 SOME CIRCUITS AND SYSTEMS APPLICATIONS …
SIGNAL PROCESS VOL. 8, NO. 3, 1989 SOME CIRCUITS AND SYSTEMS APPLICATIONS …
[PDF][PDF] On the analysis of discrete linear time-invariant singular systems
RLLANBG MERTZIOS - IEEE Transactions on Automatic Control, 1990 - researchgate.net
The discrete singular equation over an interval can represent a two-point boundary-value
problem or it can be considered as a dynamical relation developing forward in time. Here …
problem or it can be considered as a dynamical relation developing forward in time. Here …
Solution and linear estimation of 2-D nearest-neighbor models
BC Levy, MB Adams, AS Willsky - Proceedings of the IEEE, 1990 - ieeexplore.ieee.org
The solution and linear estimation of 2-D nearest-neighbor models (NNMs) are considered.
The class of problems that can be described by NNMs is quite large, as models of this type …
The class of problems that can be described by NNMs is quite large, as models of this type …
The generalized Cayley-Hamilton theorem for standard pencils
FR Chang, HC Chen - Systems & control letters, 1992 - Elsevier
Abstract The Cayley-Hamilton theorem is extended from the case of one matrix to that of two
matrices. The developed theorem is suitable for the standard form pencil sE− A. Let Δ (s) …
matrices. The developed theorem is suitable for the standard form pencil sE− A. Let Δ (s) …
Exact solution of corner-modified banded block-Toeplitz eigensystems
Motivated by the challenge of seeking a rigorous foundation for the bulk-boundary
correspondence for free fermions, we introduce an algorithm for determining exactly the …
correspondence for free fermions, we introduce an algorithm for determining exactly the …
Extended message passing algorithm for inference in loopy Gaussian graphical models
KH Plarre, PR Kumar - Ad Hoc Networks, 2004 - Elsevier
We consider message passing for probabilistic inference in undirected Gaussian graphical
models. We show that for singly connected graphs, message passing yields an algorithm …
models. We show that for singly connected graphs, message passing yields an algorithm …
Revisiting the LQR Problem of Singular Systems
In the development of linear quadratic regulator (LQR) algorithms, the Riccati equation
approach offers two important characteristics—it is recursive and readily meets the existence …
approach offers two important characteristics—it is recursive and readily meets the existence …
A spectral characterization of the behavior of discrete time AR-representations over a finite time interval
SN Antoniou, AIG Vardulakis… - 1997 European …, 1997 - ieeexplore.ieee.org
In this paper we investigate the behavior of the discrete time AR (Auto Regressive)
representations over a finite time interval, in terms of the finite and infinite spectral structure …
representations over a finite time interval, in terms of the finite and infinite spectral structure …