2024
Authors
Tramontana, P; Marín, B; Paiva, ACR; Mendes, A; Vos, TEJ; Amalfitano, D; Cammaerts, F; Snoeck, M; Fasolino, AR;
Publication
Abstract
2024
Authors
Brito, C; Ferreira, P; Paulo, J;
Publication
Abstract
2024
Authors
Oliveira, A; Cepa, B; Brito, C; Sousa, A;
Publication
Abstract
2024
Authors
Oliveira, A; Cepa, B; Brito, C; Sousa, A;
Publication
Abstract
2024
Authors
Neves, R;
Publication
CoRR
Abstract
We present an adequacy theorem for a concurrent extension of probabilistic GCL. The underlying denotational semantics is based on the so-called mixed power domains, which combine nondeterminism with probabilistic behaviour. The theorem itself is formulated via M. Smyth’s idea of treating observable properties as open sets of a topological space. The proof hinges on a ‘topological generalisation’ of König’s lemma in the setting of probabilistic programming (a result that is proved in the paper as well). One application of the theorem is that it entails semi-decidability w.r.t. whether a concurrent program satisfies an observable property (written in a certain form). This is related to M. Escardó’s conjecture about semi-decidability w.r.t. may and must probabilistic testing. © Renato Neves.
2024
Authors
Lopes, D; Dong, JD; Medeiros, P; Castro, D; Barradas, D; Portela, B; Vinagre, J; Ferreira, B; Christin, N; Santos, N;
Publication
31st Annual Network and Distributed System Security Symposium, NDSS 2024, San Diego, California, USA, February 26 - March 1, 2024
Abstract
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