Corpus ID: 126256968

An Isomorphism between a Fragment of Sequent Calculus and an Extension of Natural Deduction

@inproceedings{Esp2002AnIB,
  title={An Isomorphism between a Fragment of Sequent Calculus and an Extension of Natural Deduction},
  author={J. Payne Collier Esp.},
  year={2002}
}
  • J. Payne Collier Esp.
  • Published 2002
  • Mathematics
  • Variants of Herbelin's λ-calculus,here collectively named Herbelin calculi,have proved useful both in foundational studies and as internal languages for the efficient representation of λ-terms. An obvious requirement of both these two kinds of applications is a clear understanding of the relationship between cut-elimination in Herbelin calculi and normalisation in the λ-calculus. However,this understanding is not complete so far. Our previous work showed that λ is isomorphic to a Herbelin… CONTINUE READING

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