Programme Committee

نویسندگان

  • Michel Parigot
  • Lutz Straßburger
  • Agata Ciabattoni
  • François Lamarche
  • Stepan Kuznetsov
  • Nicolas Guenot
چکیده

The following theorem is proved: a formal language without the empty word is context-free if and only if it is generated by some L(\; p1)-grammar, where L(\; p1) is the Lambek calculus with one division and one primitive type. To do that, we use a substitution of types which reduces derivability in L(\) to derivability in L(\; p1).

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تاریخ انتشار 2009