%0 Conference Proceedings %T Synchronous Interface Theories and Time Triggered Scheduling %+ AELOS %+ Efficient STAtistical methods in SYstems of systems (ESTASYS) %+ Institute of Science and Technology [Klosterneuburg, Austria] (IST Austria) %A Delahaye, Benot %A Fahrenberg, Uli %A Legay, Axel %A Ničković, Dejan %< avec comité de lecture %( Lecture Notes in Computer Science %B 14th International Conference on Formal Methods for Open Object-Based Distributed Systems (FMOODS) / 32nd International Conference on Formal Techniques for Networked and Distributed Systems (FORTE) %C Stockholm, Sweden %Y Holger Giese %Y Grigore Rosu %I Springer %3 Formal Techniques for Distributed Systems %V LNCS-7273 %P 203-218 %8 2012-06-13 %D 2012 %R 10.1007/978-3-642-30793-5_13 %Z Computer Science [cs]Conference papers %X We propose synchronous interfaces, a new interface theory for discrete-time systems. We use an application to time-triggered scheduling to drive the design choices for our formalism; in particular, additionally to deriving useful mathematical properties, we focus on providing a syntax which is adapted to natural high-level system modeling. As a result, we develop an interface model that relies on a guarded-command based language and is equipped with shared variables and explicit discrete-time clocks. We define all standard interface operations: compatibility checking, composition, refinement, and shared refinement. Apart from the synchronous interface model, the contribution of this paper is the establishment of a formal relation between interface theories and real-time scheduling, where we demonstrate a fully automatic framework for the incremental computation of time-triggered schedules. %G English %Z TC 6 %Z WG 6.1 %2 https://inria.hal.science/hal-01087992/document %2 https://inria.hal.science/hal-01087992/file/forte.pdf %L hal-01087992 %U https://inria.hal.science/hal-01087992 %~ UNIV-NANTES %~ INSTITUT-TELECOM %~ EC-PARIS %~ UNIV-RENNES1 %~ CNRS %~ INRIA %~ UNIV-UBS %~ INSA-RENNES %~ INRIA-RENNES %~ IRISA %~ LINA %~ IRISA_SET %~ INRIA_TEST %~ LINA-AELOS %~ TESTALAIN1 %~ IFIP-LNCS %~ IFIP %~ IRISA-D4 %~ INRIA2 %~ IFIP-TC %~ IFIP-WG %~ IFIP-TC6 %~ IFIP-WG6-1 %~ UR1-HAL %~ UR1-MATH-STIC %~ IFIP-FORTE %~ LS2N %~ UR1-UFR-ISTIC %~ IFIP-FMOODS %~ IFIP-LNCS-7273 %~ IFIP-2010 %~ TEST-UNIV-RENNES %~ TEST-UR-CSS %~ UNIV-RENNES %~ INRIA-RENGRE %~ INSTITUTS-TELECOM %~ UR1-MATH-NUM %~ NANTES-UNIVERSITE %~ UNIV-NANTES-AV2022