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Expressiveness bounds for completeness in trace-based network proof systems
Network proof systems based on first-order specifications over channel traces are incomplete unless reasoning over the interleaving of communication events is permitted. Relatively complete trace-based proof systems using temporal logic have been described, but full temporal logic is more powerful than necessary. Using the interleaving approach, we isolate the expressiveness required of a relatively complete trace logic. A hierarchy of temporal logic subsets is then defined; a certain subset is shown to have necessary and sufficient expressive power for relative completeness.
- "Network proof systems based on first-order specifications over channel traces are incomplete unless reasoning over the interleaving of communication events is permitted. Relatively complete trace-based proof systems using temporal logic have been described, but full temporal logic is more powerful than necessary. Using the interleaving approach, we isolate the expressiveness required of a relatively complete trace logic. A hierarchy of temporal logic subsets is then defined; a certain subset is shown to have necessary and sufficient expressive power for relative completeness."@en
- "Expressiveness bounds for completeness in trace-based network proof systems"@en
- "Expressiveness bounds for completeness in trace-based network proof systems"