Extended type-based information flow analysis for pi-calculus to support dynamically extensible security lattices.
van Glabbeek (2001):The Linear Time–Branching Time Spectrum I
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Finite trace observations induce the Cantor topology on infinite traces while simulation observations generate a finer topology, with a general theorem equating open sets to finitely verifiable properties.
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Type-based information flow analysis for $\pi$-calculus with a dynamically extensible security lattice
Extended type-based information flow analysis for pi-calculus to support dynamically extensible security lattices.
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A Topological Framework for Finite Behavioural Observations and Verification
Finite trace observations induce the Cantor topology on infinite traces while simulation observations generate a finer topology, with a general theorem equating open sets to finitely verifiable properties.