We expand the applicability of the clausal resolution technique to the branching-time temporal logic ECTL_. ECTL_ is strictly more expressive than the basic computation tree logic CTL and its extension, ECTL, as it allows Boolean combinations of fairness and single temporal operators. We show that any ECTL_ formula can be translated to a normal form the structure of which was initially defined for CTL and then applied to ECTL. This enables us to apply to ECTL_ a resolution technique defined over the set of clauses. Our correctness argument also bridges the gap in the correctness proof for ECTL: we show that the transformation procedure for ECTL preserves unsatisfiability
We present a technique to handle invariants in the branching-time setting, for the specifications wr...
permission of the IEEE. Such permission of the IEEE does not in any way imply IEEE endorsement of an...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...
AbstractA temporal clausal resolution method was originally developed for linear time temporal logic...
A clausal resolution approach originally developed for the branching logic CTL has recently been ex...
Computation Tree Logic (CTL) is a branching-time temporal logic whose underlying model of time is a ...
Temporal logic has become essential for various areas in computer science, most notably for the spec...
Temporal logic has become essential for various areas in computer science, most notably for the spec...
Temporal logic has become essential for various areas in computer science, most notably for the spec...
With the emerging applications that involve complex distributed systems branching-time specification...
AbstractWe show that ECTL+, the classical extension of CTL with fairness properties, is expressively...
AbstractFirst-order temporal logic is a concise and powerful notation, with many potential applicati...
The branching-time temporal logic CTL is useful for specifying systems that change over time and inv...
Traditional implementation techniques for temporal logic programming languages are based on the noti...
The clausal resolution method developed for discrete temporal logics involves translation to a norm...
We present a technique to handle invariants in the branching-time setting, for the specifications wr...
permission of the IEEE. Such permission of the IEEE does not in any way imply IEEE endorsement of an...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...
AbstractA temporal clausal resolution method was originally developed for linear time temporal logic...
A clausal resolution approach originally developed for the branching logic CTL has recently been ex...
Computation Tree Logic (CTL) is a branching-time temporal logic whose underlying model of time is a ...
Temporal logic has become essential for various areas in computer science, most notably for the spec...
Temporal logic has become essential for various areas in computer science, most notably for the spec...
Temporal logic has become essential for various areas in computer science, most notably for the spec...
With the emerging applications that involve complex distributed systems branching-time specification...
AbstractWe show that ECTL+, the classical extension of CTL with fairness properties, is expressively...
AbstractFirst-order temporal logic is a concise and powerful notation, with many potential applicati...
The branching-time temporal logic CTL is useful for specifying systems that change over time and inv...
Traditional implementation techniques for temporal logic programming languages are based on the noti...
The clausal resolution method developed for discrete temporal logics involves translation to a norm...
We present a technique to handle invariants in the branching-time setting, for the specifications wr...
permission of the IEEE. Such permission of the IEEE does not in any way imply IEEE endorsement of an...
When building tableau for temporal logic formulae, applying a two-pass construction, we first check ...