Logical Inference Task
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A Logical Inference Task is an exact deductive inference task/reasoning task that requires the production of logic-based argument (a conclusion and premises).
- AKA: Logic-based Reasoning.
- Context:
- Input: an Input Set.
- Optional Input: a formal logic model.
- The Conclusion is generally meant to be previously Unobserved and Unknown.
- It can be solved by an Inferencing System that applies an Inferencing Algorithm.
- It can range from being a Deduction Task to being an Induction Task to being an Abduction Task.
- …
- Input: an Input Set.
- Counter-Example(s):
- See: Satisfiability Task, Non-Monotonic Reasoning.
References
2010
- (WordNet, 2009) ⇒ http://wordnetweb.princeton.edu/perl/webwn?s=inference
- S: (n) inference, illation (the reasoning involved in drawing a conclusion or making a logical judgment on the basis of circumstantial evidence and prior conclusions rather than on the basis of direct observation)
- http://en.wikipedia.org/wiki/Inference
- Inference is the process of drawing a conclusion by applying rules (of logic, statistics etc.) to observations or hypotheses; or by interpolating the next logical step in an intuited pattern. The conclusion drawn is also called an inference.
- Human inference (i.e. how humans draw conclusions) is traditionally studied within the field of cognitive psychology.
- Logic studies the laws of valid inference.
- Statisticians have developed formal rules for inference (statistical inference) from quantitative data.
- Artificial intelligence researchers develop automated inference systems.
- Inference is the process of drawing a conclusion by applying rules (of logic, statistics etc.) to observations or hypotheses; or by interpolating the next logical step in an intuited pattern. The conclusion drawn is also called an inference.
- http://en.wiktionary.org/wiki/inference
uncountable
The act or process of inferring by deduction or induction.countable
That which is inferred; a truth or proposition drawn from another which is admitted or supposed to be true; a conclusion; a deduction.