International audienceWe introduce a natural extension of collapsible pushdown systems called annotated pushdown systems that replaces collapse links with stack annotations. We believe this new model has many advantages. We present a saturation method for global backwards reachability analysis of these models that can also be used to analyse collapsible pushdown systems. Beginning with an automaton representing a set of configurations, we build an automaton accepting all configurations that can reach this set. We also improve upon previous saturation techniques for higher-order pushdown systems by significantly reducing the size of the automaton constructed and simplifying the algorithm and proofs
We present a pumping lemma for the class of collapsible pushdown graphs of level 2. This pumping lem...
We investigate reachability in pushdown automata over infinite alphabets. We show that, in terms of ...
We give a direct polynomial-time reduction from parity games played over the configuration graphs of...
International audienceWe introduce a natural extension of collapsible pushdown systems called annota...
Abstract. We introduce a natural extension of collapsible pushdown systems called annotated pushdown...
Multi-stack pushdown systems are a well-studied model of concurrent computation using threads with f...
Pushdown systems equip a finite state system with an unbounded stack memory, and are thus infinite s...
International audienceWe define a new class of pushdown systems where the push-down is a tree instea...
AbstractWe present an algorithm for computing directly the denotation of a μ-calculus formula χ over...
Pushdown systems equip a finite state system with an unbounded stack memory, and are thus infinite s...
Higher-order recursion schemes (HORS) have recently received much attention as a useful abstraction ...
We study pushdown systems where control states, stack alphabet, and transition relation, instead of ...
International audienceHigher-order recursion schemes (HORS) have recently received much attention as...
Higher-order pushdown systems (PDSs) generalise pushdown systems through the use of higher-order sta...
International audienceIn this paper we consider parity games defined by higher-order pushdown automa...
We present a pumping lemma for the class of collapsible pushdown graphs of level 2. This pumping lem...
We investigate reachability in pushdown automata over infinite alphabets. We show that, in terms of ...
We give a direct polynomial-time reduction from parity games played over the configuration graphs of...
International audienceWe introduce a natural extension of collapsible pushdown systems called annota...
Abstract. We introduce a natural extension of collapsible pushdown systems called annotated pushdown...
Multi-stack pushdown systems are a well-studied model of concurrent computation using threads with f...
Pushdown systems equip a finite state system with an unbounded stack memory, and are thus infinite s...
International audienceWe define a new class of pushdown systems where the push-down is a tree instea...
AbstractWe present an algorithm for computing directly the denotation of a μ-calculus formula χ over...
Pushdown systems equip a finite state system with an unbounded stack memory, and are thus infinite s...
Higher-order recursion schemes (HORS) have recently received much attention as a useful abstraction ...
We study pushdown systems where control states, stack alphabet, and transition relation, instead of ...
International audienceHigher-order recursion schemes (HORS) have recently received much attention as...
Higher-order pushdown systems (PDSs) generalise pushdown systems through the use of higher-order sta...
International audienceIn this paper we consider parity games defined by higher-order pushdown automa...
We present a pumping lemma for the class of collapsible pushdown graphs of level 2. This pumping lem...
We investigate reachability in pushdown automata over infinite alphabets. We show that, in terms of ...
We give a direct polynomial-time reduction from parity games played over the configuration graphs of...