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In formal language theory, in particular in algorithmic learning theory, a class C of languages has finite thickness if every string is contained in at most finitely many languages in C. This condition was introduced by Dana Angluin as a sufficient condition for C being identifiable in the limit.

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  • In formal language theory, in particular in algorithmic learning theory, a class C of languages has finite thickness if every string is contained in at most finitely many languages in C. This condition was introduced by Dana Angluin as a sufficient condition for C being identifiable in the limit. (en)
  • Na teoria de linguagens formais, particularmente na teoria da aprendizagem algorítmica, uma classe C de linguagens tem espessura finita se toda cadeira de caracteres é contada em, no máximo, um número finito de linguagens em C. Essa condição foi introduzida por Dana Angluin como uma condição suficiente para C sendo identificável no limite. (pt)
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  • In formal language theory, in particular in algorithmic learning theory, a class C of languages has finite thickness if every string is contained in at most finitely many languages in C. This condition was introduced by Dana Angluin as a sufficient condition for C being identifiable in the limit. (en)
  • Na teoria de linguagens formais, particularmente na teoria da aprendizagem algorítmica, uma classe C de linguagens tem espessura finita se toda cadeira de caracteres é contada em, no máximo, um número finito de linguagens em C. Essa condição foi introduzida por Dana Angluin como uma condição suficiente para C sendo identificável no limite. (pt)
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  • Finite thickness (en)
  • Espessura finita (pt)
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