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Claudia Carapelle

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5 papers
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5

ECAI Conference 2016 Conference Paper

Description Logics Reasoning w. r. t. General TBoxes Is Decidable for Concrete Domains with the EHD-Property

  • Claudia Carapelle
  • Anni-Yasmin Turhan

Reasoning for Description logics with concrete domains and w. r. t. general TBoxes easily becomes undecidable. However, with some restriction on the concrete domain, decidability can be regained. We introduce a novel way to integrate concrete domains 𝒟 into the well-known description logic, we call the resulting logic. We then identify sufficient conditions on 𝒟 that guarantee decidability of the satisfiability problem, even in the presence of general TBoxes. In particular, we show decidability offor several domains over the integers, for which decidability was open. More generally, this result holds for all negation-closed concrete domains with the EHD-property, which stands for 'the existence of a homomorphism is definable'. Such technique has recently been used to show decidability of CTL*with local constraints over the integers.

CSL Conference 2015 Conference Paper

Temporal Logics with Local Constraints (Invited Talk)

  • Claudia Carapelle
  • Markus Lohrey

Recent decidability results on the satisfiability problem for temporal logics, in particular LTL, CTL* and ECTL*, with constraints over external structures like the integers with the order or infinite trees are surveyed in this paper.

Highlights Conference 2014 Conference Abstract

Which Comparability Graphs are Embeddable into Trees?

  • Claudia Carapelle

Recently, we have shown that satisfiability for CTL* with constraints over the integers is decidable using a new technique. Our approach reduces the satisfiability problem of CTL* with constraints over a class of structures C to the problem whether C has a certain property EHomDef. Here we try to apply this approach to concrete domains that are tree-like and obtain several results. 13: 00 14: 30 Lunch

Highlights Conference 2013 Conference Abstract

Ehrenfeucht-Fraisse games for Freeze LTL and Metric Temporal Logic over data words

  • Claudia Carapelle
  • Shiguang Feng
  • Oliver Gil
  • Karin Quaas

We consider TPTL(Z) and MTL(Z) whose semantics are based on nonmonotonic data words in which every point is assigned a natural number as its weight. We define a weighted version of the EF game on MTL. Using these games, we prove the following: 1. TPTL(Z) is strictly more expressive than MTL(Z). 2. The until hierarchy and the constant hierarchy are strict for MTL(Z). 3. It is undecidable whether a given TPTL(Z) formula can be expressed in MTL(Z).

Highlights Conference 2013 Conference Abstract

Satisfiability of CTL* with constraints

  • Claudia Carapelle
  • Alexander Kartzow
  • Markus Lohrey

CTL* formulas can be enriched to express relations between variables whose value can range in a chosen concrete domain. Chosen the appropriate domain one can express quantitative properties that ordinary CTL^* formulas can only approximate through abstraction. We can refer directly to concrete values and describe how they change in time. In this talk we show that satisfiability for CTL* with equality-, order-, and modulo- constraints over the Z is decidable