Scala Step-by-Step: Soundness for DOT with Step-Indexed Logical Relations in Iris — Coq Formalization
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Nov 6, 2024 - HTML
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coq-formalization
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Formal proof with the Coq theorem prover that elements of some equivalence classes defined over a formal language of interactions describing the behavior of distributed systems have the same semantics.
distributed-systems proof formal-semantics coq-formalization formal-languages sequence-diagrams interaction-models
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Mar 1, 2021 - HTML
Formal proof with the Coq theorem prover of the correctness of an oracle algorithm for offline analysis of distributed logs against interaction models
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May 13, 2021 - HTML
Construction of the Hopf fibration in Homotopy Type Theory, using the HoTT library for Coq.
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Mar 23, 2020 - HTML
GitHub Pages website for https://github.com/Blaisorblade/dot-iris.
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Nov 6, 2024 - HTML
Formal proof with the Coq theorem prover of the equivalence of three semantics for a language describing the behavior of distributed systems.
distributed-systems proof formal-semantics coq-formalization formal-languages sequence-diagrams interaction-models
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May 13, 2021 - HTML
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