The pi-calculus with polyadic synchronization - REVISED
Translated title
Author
Term
10. Term
Education
Publication year
2004
Submitted on
2012-02-14
Abstract
In this report we study the pi-calculus with polyadic synchronization: an extension of the pi-calculus that generalizes the synchronization mechanism by allowing channels to be sequences of names. In particular, we extend the pi-calculus with polyadic synchronization with cryptographic primitives and then prove the last can be encoded in the regular pi-calculus with polyadic synchronization. Further, we prove that the proposed encoding is sound and complete with respect to barbed congruence which we show coincides with early congruence.
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