Typed Higher-Order Variant of SROIQ - Why Not?
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[1] Yevgeny Kazakov,et al. RIQ and SROIQ Are Harder than SHOIQ , 2008, KR.
[2] Vojtech Svátek,et al. Towards Typed Higher-Order Description Logics , 2013, Description Logics.
[3] Michael Kifer,et al. HILOG: A Foundation for Higher-Order Logic Programming , 1993, J. Log. Program..
[4] Boris Motik,et al. On the Properties of Metamodeling in OWL , 2005, J. Log. Comput..
[5] Alain Pirotte,et al. Materialization: A Powerful and Ubiquitous Abstraction Pattern , 1994, VLDB.
[6] Ian Horrocks,et al. RDFS(FA): Connecting RDF(S) and OWL DL , 2007, IEEE Transactions on Knowledge and Data Engineering.
[7] Peter F. Patel-Schneider,et al. OWL 2 Web Ontology Language New Features and Rationale , 2009 .
[8] Nicola Guarino,et al. An Overview of OntoClean , 2004, Handbook on Ontologies.
[9] Steve Mann. Natural interfaces for musical expression: physiphones and a physics-based organology , 2007, NIME '07.
[10] Boris Motik,et al. On the Properties of Metamodeling in OWL , 2007, J. Log. Comput..
[11] Leon Henkin,et al. Completeness in the theory of types , 1950, Journal of Symbolic Logic.
[12] Johanna Völker,et al. Integrated Metamodeling and Diagnosis in OWL 2 , 2010, SEMWEB.
[13] Andrzej Szalas,et al. Second-order reasoning in description logics , 2006, J. Appl. Non Class. Logics.
[14] Vojtech Svátek,et al. Metamodeling-Based Coherence Checking of OWL Vocabulary Background Models , 2013, OWLED.
[15] Ian Horrocks,et al. The Even More Irresistible SROIQ , 2006, KR.
[16] Maurizio Lenzerini,et al. On Higher-Order Description Logics , 2009, Description Logics.
[17] Jeff Z. Pan,et al. OWL FA: a metamodeling extension of OWL D , 2006, WWW '06.
[18] Francesco M. Donini,et al. Second-Order Description Logics: Semantics, Motivation, and a Calculus , 2010, Description Logics.