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Francesco Kriegel

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affiliation (PhD 2019): Technische Universität Dresden, Germany

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2020 – today

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2024
[c34]
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Francesco Kriegel:
Efficient Axiomatization of OWL 2 EL Ontologies from Data by Means of Formal Concept Analysis. AAAI 2024: 10597-10606
[c33]
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Francesco Kriegel:
Efficient Axiomatization of OWL 2 EL Ontologies from Data by means of Formal Concept Analysis (Extended Abstract). Description Logics 2024
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah:
Inconsistency- and Error-Tolerant Reasoning w.r.t. Optimal Repairs of $\mathcal{E}\mathcal{L}^\bot $ Ontologies. FoIKS 2024: 3-22
2023
[c31]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah:
Error-Tolerant Reasoning in EL w.r.t. Optimal ABox Repairs (Extended Abstract). Description Logics 2023
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Franz Baader, Patrick Koopmann, Francesco Kriegel:
Optimal Repairs in the Description Logic Eℒ Revisited. JELIA 2023: 11-34
[c29]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah:
Treating Role Assertions as First-class Citizens in Repair and Error-tolerant Reasoning. SAC 2023: 974-982
2022
[c28]
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Franz Baader, Patrick Koopmann, Francesco Kriegel, Adrian Nuradiansyah:
Optimal ABox Repair w.r.t. Static EL TBoxes: from Quantified ABoxes back to ABoxes (Extended Abstract). Description Logics 2022
[c27]
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Franz Baader, Patrick Koopmann, Francesco Kriegel, Adrian Nuradiansyah:
Optimal ABox Repair w.r.t. Static EL TBoxes: From Quantified ABoxes Back to ABoxes. ESWC 2022: 130-146
[c26]
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Francesco Kriegel:
Optimal Fixed-Premise Repairs of Eℒ TBoxes. KI 2022: 115-130
[c25]
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Franz Baader, Francesco Kriegel:
Pushing Optimal ABox Repair from EL Towards More Expressive Horn-DLs. KR 2022
[c24]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah:
Error-Tolerant Reasoning in the Description Logic Eℒ Based on Optimal Repairs. RuleML+RR 2022: 227-243
2021
[c23]
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Franz Baader, Patrick Koopmann, Francesco Kriegel, Adrian Nuradiansyah:
Computing Optimal Repairs of Quantified ABoxes w.r.t. Static EL TBoxes. CADE 2021: 309-326
[c22]
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Franz Baader, Patrick Koopmann, Francesco Kriegel, Adrian Nuradiansyah, Rafael Peñaloza:
Privacy-Preserving Ontology Publishing: The Case of Quantified ABoxes w.r.t. a Static Cycle-Restricted EL TBox. Description Logics 2021
[c21]
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Willi Hieke, Francesco Kriegel, Adrian Nuradiansyah:
Repairing EL TBoxes by Means of Countermodels Obtained by Model Transformation. Description Logics 2021
[c20]
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Francesco Kriegel:
Navigating the EL Subsumption Hierarchy. Description Logics 2021
[c19]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah, Rafael Peñaloza:
Safety of quantified ABoxes w.r.t. singleton εL policies. SAC 2021: 863-872
2020
[j5]
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Francesco Kriegel:
Most specific consequences in the description logic EL. Discret. Appl. Math. 273: 172-204 (2020)
[j4]
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Francesco Kriegel:
Constructing and Extending Description Logic Ontologies using Methods of Formal Concept Analysis. Künstliche Intell. 34(3): 399-403 (2020)
[c18]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah, Rafael Peñaloza:
Computing Compliant Anonymisations of Quantified ABoxes w.r.t. EL Policies. ISWC (1) 2020: 3-20

2010 – 2019

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2019
[b1]
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Francesco Kriegel:
Constructing and extending description logic ontologies using methods of formal concept analysis. Dresden University of Technology, Germany, 2019
[c17]
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Francesco Kriegel:
Joining Implications in Formal Contexts and Inductive Learning in a Horn Description Logic. ICFCA 2019: 110-129
[c16]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah:
Privacy-Preserving Ontology Publishing for EL Instance Stores. JELIA 2019: 323-338
[c15]
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Francesco Kriegel:
Learning Description Logic Axioms from Discrete Probability Distributions over Description Graphs. JELIA 2019: 399-417
[i3]
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Francesco Kriegel:
The Distributive, Graded Lattice of EL Concept Descriptions and its Neighborhood Relation (Extended Version). CoRR abs/1901.05919 (2019)
[i2]
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Francesco Kriegel:
Incremental Computation of Concept Diagrams. CoRR abs/1903.02593 (2019)
2018
[c14]
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Francesco Kriegel:
The Distributive, Graded Lattice of EL Concept Descriptions and its Neighborhood Relation. CLA 2018: 267-278
[c13]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah, Rafael Peñaloza:
Making Repairs in Description Logics More Gentle (Extended Abstract). Description Logics 2018
[c12]
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Francesco Kriegel:
Acquisition of Terminological Knowledge in Probabilistic Description Logic. KI 2018: 46-53
[c11]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah, Rafael Peñaloza:
Making Repairs in Description Logics More Gentle. KR 2018: 319-328
[i1]
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Franz Baader, Francesco Kriegel, Adrian Nuradiansyah, Rafael Peñaloza:
Repairing Description Logic Ontologies by Weakening Axioms. CoRR abs/1808.00248 (2018)
2017
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Francesco Kriegel, Daniel Borchmann:
NextClosures: parallel computation of the canonical base with background knowledge. Int. J. Gen. Syst. 46(5): 490-510 (2017)
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Francesco Kriegel:
Probabilistic Implication Bases in FCA and Probabilistic Bases of GCIs in EL. Int. J. Gen. Syst. 46(5): 511-546 (2017)
[c10]
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Francesco Kriegel:
First Notes on Maximum Entropy Entailment for Quantified Implications. ICFCA 2017: 155-167
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Francesco Kriegel:
Implications over Probabilistic Attributes. ICFCA 2017: 168-183
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Francesco Kriegel:
Acquisition of Terminological Knowledge from Social Networks in Description Logic. Formal Concept Analysis of Social Networks 2017: 97-142
2016
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Daniel Borchmann, Felix Distel, Francesco Kriegel:
Axiomatisation of general concept inclusions from finite interpretations. J. Appl. Non Class. Logics 26(1): 1-46 (2016)
[c8]
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Francesco Kriegel:
NextClosures with Constraints. CLA 2016: 231-243
[c7]
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Francesco Kriegel:
Axiomatization of General Concept Inclusions from Streams of Interpretations with Optional Error Tolerance. FCA4AI@ECAI 2016: 9-16
[c6]
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Francesco Kriegel:
Parallel Attribute Exploration. ICCS 2016: 91-106
2015
[c5]
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Francesco Kriegel, Daniel Borchmann:
NextClosures: Parallel Computation of the Canonical Base. CLA 2015: 181-192
[c4]
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Francesco Kriegel:
Probabilistic Implicational Bases in FCA and Probabilistic Bases of GCIs in EL^⊥. CLA 2015: 193-204
[c3]
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Francesco Kriegel:
Incremental Learning of TBoxes from Interpretation Sequences with Methods of Formal Concept Analysis. Description Logics 2015
[c2]
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Francesco Kriegel:
Extracting ALEQR Self-Knowledge Bases from Graphs. SNAFCA@ICFCA 2015
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Francesco Kriegel:
Axiomatization of General Concept Inclusions in Probabilistic Description Logics. KI 2015: 124-136

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