ZB 2003: Formal Specification and Development in Z and B
Third International Conference of B and Z Users, Turku, Finland, June 4-6, 2003, Proceedings Herausgegeben:Bert, Didier; Bowen, Jonathan P.; King, Steve; Walden, Marina
ZB 2003: Formal Specification and Development in Z and B
Third International Conference of B and Z Users, Turku, Finland, June 4-6, 2003, Proceedings Herausgegeben:Bert, Didier; Bowen, Jonathan P.; King, Steve; Walden, Marina
Alloy: A Logical Modelling Language.- An Outline Pattern Language for Z: Five Illustrations and Two Tables.- Patterns to Guide Practical Refactoring: Examples Targetting Promotion in Z.- Reuse of Specification Patterns with the B Method.- Composing Specifications Using Communication.- When Concurrent Control Meets Functional Requirements, or Z + Petri-Nets.- How to Diagnose a Modern Car with a Formal B Model?.- Parallel Hardware Design in B.- Operation Refinement and Monotonicity in the Schema Calculus.- Using Coupled Simulations in Non-atomic Refinement.- An Analysis of Forward Simulation…mehr
Alloy: A Logical Modelling Language.- An Outline Pattern Language for Z: Five Illustrations and Two Tables.- Patterns to Guide Practical Refactoring: Examples Targetting Promotion in Z.- Reuse of Specification Patterns with the B Method.- Composing Specifications Using Communication.- When Concurrent Control Meets Functional Requirements, or Z + Petri-Nets.- How to Diagnose a Modern Car with a Formal B Model?.- Parallel Hardware Design in B.- Operation Refinement and Monotonicity in the Schema Calculus.- Using Coupled Simulations in Non-atomic Refinement.- An Analysis of Forward Simulation Data Refinement.- B#: Toward a Synthesis between Z and B.- Introducing Backward Refinement into B.- Expression Transformers in B-GSL.- Probabilistic Termination in B.- Probabilistic Invariants for Probabilistic Machines.- Proving Temporal Properties of Z Specifications Using Abstraction.- Compositional Verification for Object-Z.- Timed CSP and Object-Z.- Object Orientation without Extending Z.- Comparison of Formalisation Approaches of UML Class Constructs in Z and Object-Z.- Towards Practical Proofs of Class Correctness.- Automatically Generating Information from a Z Specification to Support the Classification Tree Method.- Refinement Preserves PLTL Properties.- Proving Event Ordering Properties for Information Systems.- ZML: XML Support for Standard Z.- Formal Derivation of Spanning Trees Algorithms.- Using B Refinement to Analyse Compensating Business Processes.- A Formal Specification in B of a Medical Decision Support System.- Extending B with Control Flow Breaks.- Towards Dynamic Population Management of Abstract Machines in the B Method.
Didier Bert, CNRS, Saint-Martin-d'Heres Cedex, France / Jonathan P. Bowen, South Bank University, London, UK / Steve King, University of York, UK / Marina Waldén, Abo Akademi University, Turku, Finland
Inhaltsangabe
Alloy: A Logical Modelling Language. An Outline Pattern Language for Z: Five Illustrations and Two Tables. Patterns to Guide Practical Refactoring: Examples Targetting Promotion in Z. Reuse of Specification Patterns with the B Method. Composing Specifications Using Communication. When Concurrent Control Meets Functional Requirements, or Z + Petri Nets. How to Diagnose a Modern Car with a Formal B Model?. Parallel Hardware Design in B. Operation Refinement and Monotonicity in the Schema Calculus. Using Coupled Simulations in Non atomic Refinement. An Analysis of Forward Simulation Data Refinement. B#: Toward a Synthesis between Z and B. Introducing Backward Refinement into B. Expression Transformers in B GSL. Probabilistic Termination in B. Probabilistic Invariants for Probabilistic Machines. Proving Temporal Properties of Z Specifications Using Abstraction. Compositional Verification for Object Z. Timed CSP and Object Z. Object Orientation without Extending Z. Comparison of Formalisation Approaches of UML Class Constructs in Z and Object Z. Towards Practical Proofs of Class Correctness. Automatically Generating Information from a Z Specification to Support the Classification Tree Method. Refinement Preserves PLTL Properties. Proving Event Ordering Properties for Information Systems. ZML: XML Support for Standard Z. Formal Derivation of Spanning Trees Algorithms. Using B Refinement to Analyse Compensating Business Processes. A Formal Specification in B of a Medical Decision Support System. Extending B with Control Flow Breaks. Towards Dynamic Population Management of Abstract Machines in the B Method.
Alloy: A Logical Modelling Language. An Outline Pattern Language for Z: Five Illustrations and Two Tables. Patterns to Guide Practical Refactoring: Examples Targetting Promotion in Z. Reuse of Specification Patterns with the B Method. Composing Specifications Using Communication. When Concurrent Control Meets Functional Requirements, or Z + Petri Nets. How to Diagnose a Modern Car with a Formal B Model?. Parallel Hardware Design in B. Operation Refinement and Monotonicity in the Schema Calculus. Using Coupled Simulations in Non atomic Refinement. An Analysis of Forward Simulation Data Refinement. B#: Toward a Synthesis between Z and B. Introducing Backward Refinement into B. Expression Transformers in B GSL. Probabilistic Termination in B. Probabilistic Invariants for Probabilistic Machines. Proving Temporal Properties of Z Specifications Using Abstraction. Compositional Verification for Object Z. Timed CSP and Object Z. Object Orientation without Extending Z. Comparison of Formalisation Approaches of UML Class Constructs in Z and Object Z. Towards Practical Proofs of Class Correctness. Automatically Generating Information from a Z Specification to Support the Classification Tree Method. Refinement Preserves PLTL Properties. Proving Event Ordering Properties for Information Systems. ZML: XML Support for Standard Z. Formal Derivation of Spanning Trees Algorithms. Using B Refinement to Analyse Compensating Business Processes. A Formal Specification in B of a Medical Decision Support System. Extending B with Control Flow Breaks. Towards Dynamic Population Management of Abstract Machines in the B Method.
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