Abstract
This paper presents a computationally advantageous approach to the solution of Riccati-typc partial differential equation in the filtering problem for linear distributed-parameter systems with coloured measurement noise. The generalized distributed-type Chandrasekhar algorithms that are derived are applicable to time-varying systems as well as time-invariant ones. It is shown that these algorithms are given in terms of the generalized observability and controllability matrices (or operators) for distributed-parameter systems with pointwise observation

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