Language identification in the limit is a formal model for inductive inference. It was introduced by E. Mark Gold in his paper with the same title . In this model, a learner is provided with presentation of some language. The learning is seen as an infinite process. Each time an element of the presentation is read the learner should provide a representation for the language.
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- Language identification in the limit is a formal model for inductive inference. It was introduced by E. Mark Gold in his paper with the same title . In this model, a learner is provided with presentation of some language. The learning is seen as an infinite process. Each time an element of the presentation is read the learner should provide a representation for the language. We say that a learner can identify in the limit a class of languages if given any presentation of any language in the class the learner will produce a finite number of wrong representations, and therefore converge on the correct representation in a finite number of steps, without however necessarily being able to announce its correctness since a counterexample to that representation could appear as an element arbitrarily long after. Gold defined two types of presentations: Text (positive information): an enumeration of the language. Complete presentation (positive and negative information): an enumeration of all the possible strings with a label indicating if the string belongs to the language or not.
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- Language identification in the limit is a formal model for inductive inference. It was introduced by E. Mark Gold in his paper with the same title . In this model, a learner is provided with presentation of some language. The learning is seen as an infinite process. Each time an element of the presentation is read the learner should provide a representation for the language.
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- Language identification in the limit
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