
AbstractBy imposing three semantic constraints on the π-calculus equipped with delayed input, we obtain a variant of the π-calculus. We prove that Hennessy and Riely's distributed π-calculus can be encoded into this new model, satisfying a full abstraction theorem, which means that one-dimensional mobility can be characterized by communication. We also discuss the difficulties of expressing two-dimensional mobility, the mechanism used by ambient calculi.
communication, distributed π-calculus, delayed input, mobility, Theoretical Computer Science, Computer Science(all)
communication, distributed π-calculus, delayed input, mobility, Theoretical Computer Science, Computer Science(all)
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