## A Computational Interpretation of the λμ-calculus (1998)

Citations: | 9 - 0 self |

### BibTeX

@MISC{Bierman98acomputational,

author = {G. M. Bierman},

title = {A Computational Interpretation of the λμ-calculus},

year = {1998}

}

### Years of Citing Articles

### OpenURL

### Abstract

This paper proposes a simple computational interpretation of Parigot's -calculus. The -calculus is an extension of the typed -calculus which corresponds via the CurryHoward correspondence to classical logic. Whereas other work has given computational interpretations by translating the -calculus into other calculi, I wish to propose here that the -calculus itself has a simple computational interpretation: it is a typed - calculus which is able to save and restore the runtime environment. This interpretation is best given as a single-step semantics which, in particular, leads to a relatively simple, but powerful, operational theory.