Processes for plan - executionLouise
نویسندگان
چکیده
This paper proposes a representation for plans and actions based on the algebraic theory of processes . It is argued that the requirements of plan-execution are better met by representing actions through the processes by which changes occur than by the more widely used state-change representation. A simple algebra of plans, based on process-combinators, is described and shown to be adequate for a wide variety of the plans found in the literature. The implications of this type of plan-representation are discussed and its advantages for meta-reasoning (including plan-comparison and plan-construction) outlined.
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