Searchable List of Research Output

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  • de Jongh, D., Zhao, Z. (2015) Positive Formulas in Intuitionistic and Minimal Logic.
    In Aher, M. Hole, D. Jeřábek, E. Kupke, C. (Eds.), Logic, Language, and Computation: 10th International Tbilisi Symposium on Logic, Language, and Computation, TbiLLC 2013, Gudauri, Georgia, September 23-27, 2013: revised selected papers (pp 175-189) (Lecture Notes in Computer Science, Vol. 8984). Springer.
  • de Jongh, D. (1998) The logic of the provability.
    In Buss, S. (Eds.), Handbook of proof theory (pp 475-546) (-). North- Holland Elsevier.
    Chapter | UvA-DARE
  • de Jongh, D. (1998) Solution of a problem of David Guaspari.
    In Orlowska, E. (Eds.), Logic at work: Essays dedicated to the memory of Helena Rasiowa (pp 246-254) (-). Physica- verlag Springer.
    Chapter | UvA-DARE
  • de Jongh, D. (2000) Learning and Grammar.
    In Quesada, J.F. Salguero, F.J. Nepomuceno, A. (Eds.), Logic, Language and Information, Proceedings of the First Workshop on Logica and Language (pp 139-146). Editorial Kronos.
    Conference contribution | UvA-DARE
  • de Jongh, D. (2001) Intuicionismo.
    In Murcho, Desidério Branquinho, Joao (Eds.), Enciclopedia de Termos Lógico-Filosóficos (pp 413-417)
    Chapter | UvA-DARE
  • de Jongh, D. (2004) Volledigheid en Onvolledigheid.
    Technical Reports. Institute for Logic, Language and Computation.
    Working paper | UvA-DARE
  • de Jongh, D. (2007) The Incompleteness Theorems, their content and their meaning.
    Zhexue Dongtai, Vol. 2006 (pp 47-55)
    Article | UvA-DARE
  • de Jongh, D. (2007) Intuicionismo.
    Azafea, Vol. 8 (pp 53-69)
    Article | UvA-DARE
  • de Keijzer, B., Apt, K.R. (2013) The H-index can be Easily Manipulated.
    Bulletin of the European Association for Theoretical Computer Science, Vol. 110 (pp 79-85)
  • de Keulenaar, E.V., Tuters, M., Kisjes, I., von Beelen, K. (2019) On Altpedias: partisan epistemics in the encyclopaedias of alternative facts.
    Artnodes : e-journal on art, science and technology, Vol. 24 (pp 22-33)
  • de Nivelle, H., de Rijke, M. (2003) Deciding the guarded fragments by resolution.
    Journal of Symbolic Computation
    Article | UvA-DARE
  • de Nivelle, H. (1997) A classification of non-liftable orders for resolution.
    In McCune, W. (Eds.), Conference on Automated Deduction 14 (pp 336-350). Springer Verlag.
    Chapter | UvA-DARE
  • de Nivelle, J.M.G.G., Areces, C.E. (1999) Prefixed resolution.
    Technical Report ILLC. vg logic/info (oud WINS).
    Report | UvA-DARE
  • de Nivelle, J.M.G.G., de Rijke, M. (2000) The Boyer-Moore theorem prover.
    In Hazewinkel, M. (Eds.), Encyclopedia of Mathematics, Supplement II (pp 83-84). Kluwer.
    Chapter | UvA-DARE
  • de Nivelle, J.M.G.G., de Rijke, M. (2000) Theorem prover.
    In Hazewinkel, M. (Eds.), Encyclopedia of Mathematics, Supplement II (pp 452-453). Kluwer.
    Chapter | UvA-DARE
  • de Nivelle, J.M.G.G., Ganzinger, H. (1999) A Superposition Decision Procedure for the Guarded Fragment with Equality.
    In Longo, G. (Eds.), Fourteenth Annual IEEE Symposium on Logic in Computer Science (pp 295-303)
    Chapter | UvA-DARE
  • de Rijke, M., Areces, C.E., de Nivelle, J.M.G.G. (1999) Prefixed Resolution: A Resolution Method for Modal and Description Logic.
    In Ganzinger, H. (Eds.), Automated Deduction-CADE-16 (pp 187-201) (LNCS). Springer Verlag.
    Chapter | UvA-DARE
  • de Rijke, M., Heguiabehere, J.M., Infante Lopez, G.G. (2001) Structured problems for modal satisfiability testing.
    In Areces, C. de Rijke, M. (Eds.), Proceedings of M4M Workshop, 2001
    Conference contribution | UvA-DARE
  • de Rijke, M., Heguiabehere, J.M. (2001) The random modal qbf test set.
    In Proceedings IJCAR Workshop on Issues in the Design and Experimental Evaluation of Systems for Modal and Temporal Logics (pp 58-67)
    Conference contribution | UvA-DARE
  • de Rijke, M., Ó Nualláin, B.S., van Benthem, J.F.A.K. (2001) Ensemble-based prediction of SAT search behaviour.
    In Kautz, H. Selman, B. (Eds.), Electronic Notes in Discrete Mathematics, volume 9. Elsevier Science Publishers.
    Chapter | UvA-DARE

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