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MFCS 2017

Compositional Weak Metrics for Group Key Update

Conference Paper Accepted Paper Algorithms and Complexity ยท Theoretical Computer Science

Abstract

We investigate the compositionality of both weak bisimilarity metric and weak similarity quasi- metric semantics with respect to a variety of standard operators, in the context of probabilistic process algebra. We show how compositionality with respect to nondeterministic and probabilistic choice requires to resort to rooted semantics. As a main application, we demonstrate how our results can be successfully used to conduct compositional reasonings to estimate the performances of group key update protocols in a multicast setting.

Authors

Keywords

  • Behavioural metric
  • compositional reasoning
  • group key update

Context

Venue
International Symposium on Mathematical Foundations of Computer Science
Archive span
1973-2025
Indexed papers
3045
Paper id
910395632649195252
v2026.09.13