Construct · 2 fields · 2 citations
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In logic, consequence refers to Logical consequence: B follows from A iff B is true in every interpretation/model in which A is true. This meaning comes from Tarski (1936/2002) in History and Philosophy of Logic. Here consequence is not a consequence: an outcome to which an act leads in a given state of the world (acts map states to consequences).[1]
In decision theory, consequence refers to a consequence: an outcome to which an act leads in a given state of the world (acts map states to consequences). This meaning comes from Savage (1954/1972) in The foundations of statistics. Here consequence is not logical consequence: b follows from a iff b is true in every interpretation/model in which a is true.[2]
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