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- W2479883234 abstract "In this thesis I investigate some methods of probabilistic causal reasoning in the framework of influence Diagrams (IDs). Probabilistic causal reasoning here refers to a process of deriving new probabilistic causal statements using some procedures or predefined rules of inference upon a known set of statements describing some probabilistic causal relationships among variables of interest. A probabilistic causal statement is a kind of probability inequality of the form $p(Amid B,{bf X}) - rm p(Amid B) ge (le,=)0$ where A,B,X are variables under consideration. Thus probabilistic causal reasoning is a kind of probabilistic reasoning with a particular type of probability inequality which describes causal relationships among variables in a way similar to human thinking without resort to point probabilities. For a general ID, I first explore the implications of the use of Arc Reversal and Variable Reduction transformations as a means to infer the causal relationship among some variables of interest, and then develop a strategy to guide this inference process. Unfortunately there is some difficulty in determining what the known statements should be for the inference process to always five a relatively good answer. However for a kind of IDs that are singly connected, this difficulty does not appear as I show that in this setting, there is a set of rules of inference that operates well on a particular type of prespecified causal statements." @default.
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- W2479883234 date "1993-01-11" @default.
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- W2479883234 title "Probabilistic causal reasoning in intelligent systems" @default.
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