This paper provides sufficient conditions for robust stability of a multivariable interval feedback system. The result is based on the robustness of the well known diagonal dominance of the system return difference matrix, which allows for a simple application of the Nyquist criterion to a multi-input/multi-output (MIMO) system
The robust tracking control of MIMO systems by means of simple decentralized variable-structure cont...
The robustness of the stability of multivariable linear time invariant feedback control systems with...
In this paper we consider a MIMO asymptotically stable linear plant. For such a system the classical...
This paper provides sufficient conditions for robust stability of a multivariable interval feedback ...
A study was conducted on robust stability of multivariable interval control systems. The study invol...
The problem of checking robust D-stability of multi-in and multi-out (MIMO) systems was studied. Thr...
<正>The problem of checking robust D-stability of multi-in and multi-out (MIMO) systems was stu...
[[abstract]]The robust controllability problem for linear time-invariant interval systems is studied...
AbstractRobust stability for a series of nonlinear systems is presented in this paper. Through diffe...
Diagonal dominance plays a fundamental role in the design of multi-variable feedback control systems...
The robust D-stability of a class of multilinear interval polynomials is considered. Some sufficient...
In this paper the concept of block diagonal dominance is used to generalize Rosenbrock's Nyquist arr...
For interval polynomial matrices, we identify the minimal testing set, whose stability can guarantee...
The concept of generalized block diagonal dominance is used to extend a number of recently developed...
We have presented mathematical connections among three stability criteria: (1) the Nyquist stability...
The robust tracking control of MIMO systems by means of simple decentralized variable-structure cont...
The robustness of the stability of multivariable linear time invariant feedback control systems with...
In this paper we consider a MIMO asymptotically stable linear plant. For such a system the classical...
This paper provides sufficient conditions for robust stability of a multivariable interval feedback ...
A study was conducted on robust stability of multivariable interval control systems. The study invol...
The problem of checking robust D-stability of multi-in and multi-out (MIMO) systems was studied. Thr...
<正>The problem of checking robust D-stability of multi-in and multi-out (MIMO) systems was stu...
[[abstract]]The robust controllability problem for linear time-invariant interval systems is studied...
AbstractRobust stability for a series of nonlinear systems is presented in this paper. Through diffe...
Diagonal dominance plays a fundamental role in the design of multi-variable feedback control systems...
The robust D-stability of a class of multilinear interval polynomials is considered. Some sufficient...
In this paper the concept of block diagonal dominance is used to generalize Rosenbrock's Nyquist arr...
For interval polynomial matrices, we identify the minimal testing set, whose stability can guarantee...
The concept of generalized block diagonal dominance is used to extend a number of recently developed...
We have presented mathematical connections among three stability criteria: (1) the Nyquist stability...
The robust tracking control of MIMO systems by means of simple decentralized variable-structure cont...
The robustness of the stability of multivariable linear time invariant feedback control systems with...
In this paper we consider a MIMO asymptotically stable linear plant. For such a system the classical...