We show that graphs generated by collapsible pushdown systems of level 2 aretree-automatic. Even if we allow epsilon-contractions and reachabilitypredicates (with regular constraints) for pairs of configurations, thestructures remain tree-automatic whence their first-order logic theories aredecidable. As a corollary we obtain the tree-automaticity of the second levelof the Caucal-hierarchy.Comment: Journal version of arXiv:0912.4110, accepted for publication in LMC
We show that collapsible deterministic second level pushdown automata can recognize more languages t...
Higher-order pushdown automata (n-PDA) are abstract machines equipped with a nested \u27stack of sta...
International audienceHigher-order pushdown systems and ground tree rewriting systems can be seen as...
We show that graphs generated by collapsible pushdown systems of level $2$ are tree-automatic. Even ...
We present a pumping lemma for the class of collapsible pushdown graphs of level 2. This pumping lem...
We study the first-order model checking problem on two generalisations of pushdown graphs. The first...
Higher-Order Pushdown Automata (HOPDA) are abstract machines equipped with a nested stacks of stacks...
International audienceThis paper studies the logical properties of a very general class of infinite ...
AbstractWe investigate the structure of graphs in the Caucal hierarchy. We provide criteria concerni...
International audienceWe define a new class of pushdown systems where the push-down is a tree instea...
National audienceWe are interested in the problem of expressiveness of the following operations in t...
We consider recursion schemes (not assumed to be homogeneously typed, and hence not necessarily safe...
AbstractA class of edge-labeled graphs called context-free are defined according to their behavior a...
summary:We present a unified and systematic approach to basic principles of Arbology, a new algorith...
We prove that the complexity of the uniform first-order theory of ground treerewrite graphs is in AT...
We show that collapsible deterministic second level pushdown automata can recognize more languages t...
Higher-order pushdown automata (n-PDA) are abstract machines equipped with a nested \u27stack of sta...
International audienceHigher-order pushdown systems and ground tree rewriting systems can be seen as...
We show that graphs generated by collapsible pushdown systems of level $2$ are tree-automatic. Even ...
We present a pumping lemma for the class of collapsible pushdown graphs of level 2. This pumping lem...
We study the first-order model checking problem on two generalisations of pushdown graphs. The first...
Higher-Order Pushdown Automata (HOPDA) are abstract machines equipped with a nested stacks of stacks...
International audienceThis paper studies the logical properties of a very general class of infinite ...
AbstractWe investigate the structure of graphs in the Caucal hierarchy. We provide criteria concerni...
International audienceWe define a new class of pushdown systems where the push-down is a tree instea...
National audienceWe are interested in the problem of expressiveness of the following operations in t...
We consider recursion schemes (not assumed to be homogeneously typed, and hence not necessarily safe...
AbstractA class of edge-labeled graphs called context-free are defined according to their behavior a...
summary:We present a unified and systematic approach to basic principles of Arbology, a new algorith...
We prove that the complexity of the uniform first-order theory of ground treerewrite graphs is in AT...
We show that collapsible deterministic second level pushdown automata can recognize more languages t...
Higher-order pushdown automata (n-PDA) are abstract machines equipped with a nested \u27stack of sta...
International audienceHigher-order pushdown systems and ground tree rewriting systems can be seen as...