Decoding choice encodings

From MaRDI portal
Publication:1854385

DOI10.1006/inco.2000.2868zbMath1003.68080OpenAlexW2075040560MaRDI QIDQ1854385

Benjamin C. Pierce, Uwe Nestmann

Publication date: 14 January 2003

Published in: Information and Computation (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1006/inco.2000.2868



Related Items

On the expressive power of movement and restriction in pure mobile ambients, Abstractions for fault-tolerant global computing, On the validity of encodings of the synchronous in the asynchronous \(\pi\)-calculus, Linear forwarders, Coupled similarity: the first 32 years, Distinguishing and relating higher-order and first-order processes by expressiveness, Theory of interaction, On the existence and decidability of unique decompositions of processes in the applied \(\pi\)-calculus, Psi-calculi revisited: connectivity and compositionality, Breaking symmetries, Unnamed Item, Unnamed Item, Replacement freeness: a criterion for separating process calculi, Unnamed Item, Towards a unified approach to encodability and separation results for process calculi, Towards a Unified Approach to Encodability and Separation Results for Process Calculi, A taxonomy of process calculi for distribution and mobility, Tutorial on separation results in process calculi via leader election problems, A Translation of Beta-binders in a Prioritized Pi-calculus, CCS with priority guards, The \(C_\pi\)-calculus: a model for confidential name passing, On the representation of McCarthy's \(amb\) in the \(\pi\)-calculus, Full abstraction for expressiveness: history, myths and facts, A calculus for reasoning about software composition, On the expressive power of \textsc{Klaim}-based calculi, A randomized encoding of the \(\pi\)-calculus with mixed choice, A hierarchy of equivalences for asynchronous calculi, On the interactive power of higher-order processes extended with parameterization, Comparing communication primitives via their relative expressive power, On the Relative Expressive Power of Calculi for Mobility, The λ-calculus in the π-calculus, On bisimulations for the asynchronous \(\pi\)-calculus, Unnamed Item, Types for access control, On the Expressive Power of Polyadic Synchronisation in π-calculus, Communication and mobility control in boxed ambients, On an open problem of Amadio and Curien: The finite antichain condition, What is a ``good encoding of guarded choice?, Expressiveness of Process Algebras


Uses Software


Cites Work