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dc.contributor.advisorMichie, Donalden
dc.contributor.authorTate, Austinen
dc.date.accessioned2013-04-05T11:40:35Z
dc.date.available2013-04-05T11:40:35Z
dc.date.issued1976
dc.identifier.urihttp://hdl.handle.net/1842/6650
dc.description.abstractThis thesis describes a class of problems in which interactions occur when plans to achieve members of a set of simultaneous goals are concatenated in the hope of achieving the whole goal. They will be termed "interaction problems". Several well known problems fall into this class. Swapping the values of two computer registers is a typical example. A very simple 3 block problem is used to illustrate the interaction difficulty. It is used to describe how a simple method can be employed to derive enough information from an interaction which has occurred to allow problem solving to proceed effectively. The method used to detect interactions and derive information from them, allowing problem solving to be re-directed, relies on an analysis of the goal and subgoal structure being considered by the problem solver. This goal structure will be called the "approach" taken by the system. It specifies the order in which individual goals are being attempted and any precedence relationships between them (say because one goal is a precondition of an action to achieve another). We argue that the goal structure of a problem contains information which is simpler and more meaningful than the actual plan (sequence of actions) being considered. We then show how an analysis of the goal structure of a problem, and the correction of such a structure in the light of any interaction, can direct the search towards a successful solution. Interaction problems pose particular difficulties for most current problem solvers because they achieve each part of a composite goal independently and assume that the resulting plans can be concatenated to achieve the overall goal. This assumption is beneficial in that it can drastically reduce the search necessary in many problems. However, it does restrict the range of problems which can be tackled. The problem solver, INTERPLAN, to be described as a result of this investigation, also assumes that subgoals can be solved independently, but when an interaction is detected it performs an analysis of the goal structure of the problem to re-direct the search. INTERPLAN is an efficient system which allows the class of interaction problems to be coped with. INTERPLAN uses a data structure called a "ticklist" as the basis of its mechanism for keeping track of the search it performs. The ticklist allows a very simple method to be employed for detecting and correcting for interactions by providing a summary of the goal structure of the problem being tried.en
dc.contributor.sponsorScience Research Councilen
dc.language.isoen
dc.publisherThe University of Edinburghen
dc.relation.hasversionTate, A. (1974) INTERPLAN: a plan generation system which can deal with interactions between goals. Research memorandum MIP-R-109. Edinburgh: Machine Intelligence Research Unit, University of Edinburgh.en
dc.subjectAutomatic theorem provingen
dc.subjectProblem solving (Mathematics)en
dc.subjectINTERPLANen
dc.subjectdata structuresen
dc.titleUsing Goal Structure to Direct Search in a Problem Solveren
dc.typeThesis or Dissertationen
dc.type.qualificationlevelDoctoralen
dc.type.qualificationnamePhD Doctor of Philosophyen


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