Abstract. Current approaches to analyzing dynamic systems are mostly grounded in propositional (temporal) logics. As a consequence, they often lack expressiv-ity for modelling rich data structures and reasoning about them in the course of a computation. To address this problem, we propose a rich modelling framework based on first-order logic over background theories (arithmetics, lists, records, etc) and state transition systems over corresponding interpretations. On the rea-soning side, we introduce a tableau calculus for bounded model checking of prop-erties expressed in a certain fragment of CTL * over that first-order logic. We also describe a k-induction scheme on top of that calculus for proving safety proper-ties, and we report on fi...
. Model-checking is a method of verifying concurrent systems in which a state-transition graph model...
In the formal verification of software systems, model-checking is one of the most studied and applie...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...
Current approaches to analyzing dynamic systems are mostly grounded in propositional (temporal) logi...
We present a CTL-like logic which is interpreted over labeled asynchronous transition systems. The i...
A tableau is a refutation-based decision procedure for a related logic, and is among the most popula...
We consider meL, meLa, and meLp, three variants of the first-order μ-calculus studied in verificatio...
AbstractTemporal logic is a valuable tool for specifying correctness properties of reactive programs...
AbstractWe propose a procedure for automatically verifying properties (expressed in an extension of ...
AbstractMany different methods have been devised for automatically verifying finite state systems by...
We propose a procedure for automatically verifying properties (expressed in an extension of the moda...
This talk will present our experience in building data structures, algorithms, languages and tools t...
Dynamic systems are widely applied for modelling and analysis in physiology, biology, chemistry and ...
Temporal logic is popular for specifying correctness properties of reactive systems. Real-time tempo...
Model-checking is a successful technique for automatically verifying concurrent finite-state systems...
. Model-checking is a method of verifying concurrent systems in which a state-transition graph model...
In the formal verification of software systems, model-checking is one of the most studied and applie...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...
Current approaches to analyzing dynamic systems are mostly grounded in propositional (temporal) logi...
We present a CTL-like logic which is interpreted over labeled asynchronous transition systems. The i...
A tableau is a refutation-based decision procedure for a related logic, and is among the most popula...
We consider meL, meLa, and meLp, three variants of the first-order μ-calculus studied in verificatio...
AbstractTemporal logic is a valuable tool for specifying correctness properties of reactive programs...
AbstractWe propose a procedure for automatically verifying properties (expressed in an extension of ...
AbstractMany different methods have been devised for automatically verifying finite state systems by...
We propose a procedure for automatically verifying properties (expressed in an extension of the moda...
This talk will present our experience in building data structures, algorithms, languages and tools t...
Dynamic systems are widely applied for modelling and analysis in physiology, biology, chemistry and ...
Temporal logic is popular for specifying correctness properties of reactive systems. Real-time tempo...
Model-checking is a successful technique for automatically verifying concurrent finite-state systems...
. Model-checking is a method of verifying concurrent systems in which a state-transition graph model...
In the formal verification of software systems, model-checking is one of the most studied and applie...
Certifying proofs are automated deductive proofs obtained as outcomes of a formal verification of te...