Typing streams in the Λµ-calculus

  title={Typing streams in the Λµ-calculus},
  author={Alexis Saurin},
  journal={ACM Trans. Comput. Log.},
Λμ-calculus is a Böhm-complete extension of Parigot's Λμ-calculus closely related with delimited control in functional programming. In this article, we investigate the meta-theory of untyped Λμ-calculus by proving confluence of the calculus and characterizing the basic observables for the Separation theorem, <i>canonical normal forms</i>. Then, we define Λ<sub><i>s</i></sub>, a new type system for Λμ-calculus that contains a special type construction for streams, and prove that strong… CONTINUE READING
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