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Indirect consequences of an action
- Ramification problem In philosophy and artificial intelligence (especially, knowledge based systems), the ramification problem is concerned with the indirect consequences of an action. It might also be posed as how to represent what happens implicitly due to an action or how to control the secondary and tertiary effects of an action.
en.wikipedia.org/wiki/Ramification_problem
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In philosophy and artificial intelligence (especially, knowledge based systems), the ramification problem is concerned with the indirect consequences of an action.
The ramification problem is the frame problem for actions with indirect effects, that is to say actions with effects beyond those described explicitly by their associated effect axioms.
Sep 1, 2013 · The ramification problem is concerned with how to represent, and reason about, the indirect effects of actions and events. It has been identified more than 25 years ago by Ginsberg and Smith [16] as a necessary consequence of solving the classical frame problem [30].
- Hannes Strass, Michael Thielscher
- 2013
A ramification is an accidental consequence that complicates things. Remember that time you borrowed your father's car without asking? The ramification was that Dad missed an important meeting, his company went under, and he had to sell the car.
Feb 18, 2011 · A real place v of K (which can be thought of as an embedding of K into C with image contained in R) is said to ramify in L if it extends to an embedding of L into C with non-real image.
Sep 1, 2013 · Abstract. We present a combined solution to the frame and ramification problems that is independent of the underlying time struc-ture. Indirect effects are expressed through ramification...
The ramification problem of reasoning about actions has re-ceived considerable attention since its discovery in (Gins-berg and Smith 1987). Yet, current research into the ram-ification problem is not in the best of states: there exists a great quantity of approaches, most of which are formulated in fundamentally different formalisms.
