Add to ORKGState-of-the-art, uni-processor linear matrix equation solvers for automatic control computations are investigated and compared for various problem sizes. Generalpurpose SLICOT solvers are the most efficient ones for small-size problems, but they cannot compete for larger problems with specialized solvers designed for certain problem classes
This self-contained monograph presents matrix algorithms and their analysis. The new technique enabl...
A few methods are proposed for solving large Lyapunov equations that arise in control problems. The ...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
We address the important field of large scale matrix based algorithms in control and model order red...
Given the square matrices A, B, D, E and the matrix C of conforming dimensions, we consider the line...
Matrix Lyapunov and Riccati equations are an important tool in mathematical systems theory. They are...
The author discusses a number of numerical linear algebra techniques for large scale problems in sys...
AbstractThe design and analysis of time-invariant linear control systems give rise to a variety of i...
We consider the solution of systems of linear matrix equations in two or three unknown matrices. For...
The numerical simulation of many technical and scientific problems leads to the solution of $\alpha\...
LTI (Linear Time Invariant) systems arise frequently in different branches of engineering. This thes...
The computational aspects of the simplex algorithm are investigated, and high performance computing ...
Sparsity and parallel algorithms: two approaches to beat the curse of dimensionality. By Peter Benne...
AbstractThis paper presents an informal survey of theoretical and computational aspects of three lin...
The Massively Parallel Processor (MPP) was designed as a special machine for specific applications i...
This self-contained monograph presents matrix algorithms and their analysis. The new technique enabl...
A few methods are proposed for solving large Lyapunov equations that arise in control problems. The ...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...
We address the important field of large scale matrix based algorithms in control and model order red...
Given the square matrices A, B, D, E and the matrix C of conforming dimensions, we consider the line...
Matrix Lyapunov and Riccati equations are an important tool in mathematical systems theory. They are...
The author discusses a number of numerical linear algebra techniques for large scale problems in sys...
AbstractThe design and analysis of time-invariant linear control systems give rise to a variety of i...
We consider the solution of systems of linear matrix equations in two or three unknown matrices. For...
The numerical simulation of many technical and scientific problems leads to the solution of $\alpha\...
LTI (Linear Time Invariant) systems arise frequently in different branches of engineering. This thes...
The computational aspects of the simplex algorithm are investigated, and high performance computing ...
Sparsity and parallel algorithms: two approaches to beat the curse of dimensionality. By Peter Benne...
AbstractThis paper presents an informal survey of theoretical and computational aspects of three lin...
The Massively Parallel Processor (MPP) was designed as a special machine for specific applications i...
This self-contained monograph presents matrix algorithms and their analysis. The new technique enabl...
A few methods are proposed for solving large Lyapunov equations that arise in control problems. The ...
We have advanced the application of algorithms within a method of basic matrices, which are equipped...