International audienceIn this paper, we consider the monadic second order logic (MSO) and two of its extensions, namely Counting MSO (CMSO) and Presburger MSO (PMSO), interpreted over unranked and unordered trees. We survey classes of tree automata introduced for the logics PMSO and CMSO as well as other related formalisms; we gather results from the literature and sometimes clarify or fill the remaining gaps between those various formalisms. Finally, we complete our study by adapting these classes of automata for capturing precisely the expressiveness of the logic MSO
AbstractA main task in document transformation and information retrieval is locating subtrees satisf...
We study an extension of monadic second-order logic of order with the uncountability quantifier ``th...
We continue the study of bottom-up unranked tree automata with equality and disequality constraints...
International audienceWe present a framework for defining automata for unordereddata trees that is ...
Labeled unranked trees are used as a model of XML documents, and logical languages for them have bee...
The notion of unranked trees has attracted much interest in current research, especially due to thei...
International audienceAutomata for unordered unranked trees are relevant for defining schemas and qu...
International audienceIn [22], it was shown that MSO logic for ordered unranked trees becomes undeci...
International audienceTotally ordered trees are trees equipped with an additional total order on the...
International audienceWe study counting monadic second-order logics (CMso) for unordered data trees....
Trees are said to be unordered if the order between successor nodes of a given node is not important...
International audienceThe problem of selecting nodes in unranked trees is the most basic querying pr...
We consider automata and logics that allow to reason about numerical properties of unranked trees, e...
International audienceWe study counting monadic second-order logics (CMso) for unordered data trees....
We consider unranked trees, that have become an ac-tive subject of study recently due to XML applica...
AbstractA main task in document transformation and information retrieval is locating subtrees satisf...
We study an extension of monadic second-order logic of order with the uncountability quantifier ``th...
We continue the study of bottom-up unranked tree automata with equality and disequality constraints...
International audienceWe present a framework for defining automata for unordereddata trees that is ...
Labeled unranked trees are used as a model of XML documents, and logical languages for them have bee...
The notion of unranked trees has attracted much interest in current research, especially due to thei...
International audienceAutomata for unordered unranked trees are relevant for defining schemas and qu...
International audienceIn [22], it was shown that MSO logic for ordered unranked trees becomes undeci...
International audienceTotally ordered trees are trees equipped with an additional total order on the...
International audienceWe study counting monadic second-order logics (CMso) for unordered data trees....
Trees are said to be unordered if the order between successor nodes of a given node is not important...
International audienceThe problem of selecting nodes in unranked trees is the most basic querying pr...
We consider automata and logics that allow to reason about numerical properties of unranked trees, e...
International audienceWe study counting monadic second-order logics (CMso) for unordered data trees....
We consider unranked trees, that have become an ac-tive subject of study recently due to XML applica...
AbstractA main task in document transformation and information retrieval is locating subtrees satisf...
We study an extension of monadic second-order logic of order with the uncountability quantifier ``th...
We continue the study of bottom-up unranked tree automata with equality and disequality constraints...