AbstractBy the application of Kronecker products a Riccati differential system strongly coupled in its quadratic terms is reduced to another one to which the successive approximation method is applicable. An iterative algorithm for solving the problem and an error bound for the approximate solutions in terms of data are given
We consider the iterative solution of the linear systems arising from four convection-diffusion mode...
Many image processing applications require computing approximate solutions of very large, ill-condit...
AbstractIn this paper an explicit closed form solution of Riccati differential matrix equations appe...
AbstractIn this paper we consider a Riccati differential equation system of advanced type, strongly ...
AbstractBy the application of Kronecker products a Riccati differential system strongly coupled in i...
AbstractWe start by noting that coupled Riccati matrix differential systems appearing in differentia...
AbstractIn this paper an algorithm for solving coupled differential matrix systems is presented. By ...
AbstractA new approximation tool such as sums of Kronecker products is recently found to provide a s...
Riccati differential equations have played important roles in the theory and practice of control sys...
AbstractRunge-Kutta formulas are discussed for the integration of systems of differential equations....
AbstractIn this paper an explicit computable solution in terms of data dimension for a class of stro...
In this paper we develop new and improved results in the numerical solution of the coupled algebrai...
In this study, the Kronecker product algebra is extended so that it can be broadly applied to contin...
In this paper we construct an approximation to the solution x of a linear system of equations Ax = b...
In this paper, we are concerned with finding approximate solutions to systems of nonline...
We consider the iterative solution of the linear systems arising from four convection-diffusion mode...
Many image processing applications require computing approximate solutions of very large, ill-condit...
AbstractIn this paper an explicit closed form solution of Riccati differential matrix equations appe...
AbstractIn this paper we consider a Riccati differential equation system of advanced type, strongly ...
AbstractBy the application of Kronecker products a Riccati differential system strongly coupled in i...
AbstractWe start by noting that coupled Riccati matrix differential systems appearing in differentia...
AbstractIn this paper an algorithm for solving coupled differential matrix systems is presented. By ...
AbstractA new approximation tool such as sums of Kronecker products is recently found to provide a s...
Riccati differential equations have played important roles in the theory and practice of control sys...
AbstractRunge-Kutta formulas are discussed for the integration of systems of differential equations....
AbstractIn this paper an explicit computable solution in terms of data dimension for a class of stro...
In this paper we develop new and improved results in the numerical solution of the coupled algebrai...
In this study, the Kronecker product algebra is extended so that it can be broadly applied to contin...
In this paper we construct an approximation to the solution x of a linear system of equations Ax = b...
In this paper, we are concerned with finding approximate solutions to systems of nonline...
We consider the iterative solution of the linear systems arising from four convection-diffusion mode...
Many image processing applications require computing approximate solutions of very large, ill-condit...
AbstractIn this paper an explicit closed form solution of Riccati differential matrix equations appe...
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