AbstractSufficient conditions are given for a matrix Riccati differential equation to have a bounded solution; these conditions are less stringent than those known heretofore. The conditions are in the form of linear, algebraic and differential inequalities
AbstractWe prove a necessary and sufficient condition for the solution of the time-invariant Riccati...
Abstract. We present in this paper ultimate boundedness results for a third order nonlinear matrix d...
AbstractWe discuss two comparison theorems for algebraic Riccati equations of the form XBR-1 B∗X−X(A...
AbstractSufficient conditions are given for a matrix Riccati differential equation to have a bounded...
AbstractThe asymptotic theory of the matrix Riccati equation is developed using non-variational argu...
Abstract: We present several methods to obtain global existence results for solutions of non-symmetr...
summary:This paper extends some known results on the boundedness of solutions and the existence of p...
AbstractWe obtain upper and lower bounds for the solution of the general matrix Riccati differential...
It is often desired to have control over a process or a physical system, to cause it to behave optim...
AbstractIn this note, we present upper matrix bounds for the solution of the discrete algebraic Ricc...
Bibliography: leaf 5."April, 1984"National Science Foundation grant no. R-11-8310350.Violet B. Haas
AbstractIn the first part inequalities for solutions of Riccati matrix difference equations are obta...
AbstractIn this paper we investigate generalized Riccati differential and difference equations obtai...
AbstractIn optimal and robust control problems, the so-called continuous algebraic Riccati equation ...
AbstractWe consider the initial value problem for a nonsymmetric matrix Riccati differential equatio...
AbstractWe prove a necessary and sufficient condition for the solution of the time-invariant Riccati...
Abstract. We present in this paper ultimate boundedness results for a third order nonlinear matrix d...
AbstractWe discuss two comparison theorems for algebraic Riccati equations of the form XBR-1 B∗X−X(A...
AbstractSufficient conditions are given for a matrix Riccati differential equation to have a bounded...
AbstractThe asymptotic theory of the matrix Riccati equation is developed using non-variational argu...
Abstract: We present several methods to obtain global existence results for solutions of non-symmetr...
summary:This paper extends some known results on the boundedness of solutions and the existence of p...
AbstractWe obtain upper and lower bounds for the solution of the general matrix Riccati differential...
It is often desired to have control over a process or a physical system, to cause it to behave optim...
AbstractIn this note, we present upper matrix bounds for the solution of the discrete algebraic Ricc...
Bibliography: leaf 5."April, 1984"National Science Foundation grant no. R-11-8310350.Violet B. Haas
AbstractIn the first part inequalities for solutions of Riccati matrix difference equations are obta...
AbstractIn this paper we investigate generalized Riccati differential and difference equations obtai...
AbstractIn optimal and robust control problems, the so-called continuous algebraic Riccati equation ...
AbstractWe consider the initial value problem for a nonsymmetric matrix Riccati differential equatio...
AbstractWe prove a necessary and sufficient condition for the solution of the time-invariant Riccati...
Abstract. We present in this paper ultimate boundedness results for a third order nonlinear matrix d...
AbstractWe discuss two comparison theorems for algebraic Riccati equations of the form XBR-1 B∗X−X(A...
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