@conference {
	title = {Efficient Algorithms For Operator Riccati Equations And Applications To Distributed Parameter Systems},
	author = {Baras, John S.},
	year = {1977},
	month = {09/1977},
	abstract = {Filtering and quadratic optimal control problems for linear distributed parameter~ systems lead to an operator Riccati equation. The applicability of the theoretical~results is severely hindered by the task of solving this operator Riccati equation.~The new Chandrasekhar type algorithms hold promise for significant reduction in~the computational complexity of these problems. In this paper we study the~operator Riccati equation with time varying operators, and derive various alternatives for the solution. As a result we: l) rigorously establish the Chandrasekhar~type algorithms for Linear Tirne Varying Distributed Systems; 2) rigorously~ e stablish the proper generalization of the partitioning algorithms for lumped~systems of Lainiotis and Reid, to distributed systems. In addition the computational savings implied by these algorithms is discussed and their applicability~and effectiveness is demonstrated by explicit examples for various distributed parameter systems.},
	address = {Wurzburg, Federic Republic of Germany},
	booktitle = {8th IFIP Conference on Optimization Techniques}
}
