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Results: 84
Number of items: 84
  • van Lambalgen, M. (1996). Natural Deduction for Generalized Quantifiers. In J. van Eijck, & J. M. van der Does (Eds.), Quantifiers, Logic, and Language (pp. 225-236). (Lecture Notes; No. 54). CSLI Publications.
  • van der Does, J. M., & van Lambalgen, M. (1996). Substructural Quantification. ESSLLI '96.
  • Dorst, L., van Lambalgen, M., & Voorbraak, F. P. J. M. (1996). Reasoning with Uncertainty in Robotics. (Lecture Notes in Artificial Intelligence; No. 1093). Springer Verlag.
  • Open Access
    van Lambalgen, M. (1996). Independence structures in set theory. In W. Hodges (Ed.), Logic: from foundations to applications: European logic colloguium Clarendon Press.
  • Open Access
    van Lambalgen, M. (1996). Randomness and Foundations of Probability: Von Mises' Axiomatization of Random Sequences. In T. Ferguson (Ed.), David Blackwell Festschrift Institute for Mathematical Statistics.
  • Open Access
    Alechina, N. A., & van Lambalgen, M. (1996). Generalized quantification as substructural logic. Journal of Symbolic Logic, 61(3), 1006-1044. https://doi.org/10.2307/2275797
  • van Lambalgen, M., & Alechina, N. A. (1995). Correspondence and completeness for generalized quantifiers. Bulletin of the IGPL, 3(2), 167-190.
  • van Lambalgen, M. (1995). Randomness and infinity. In H. W. Capel et al. (Ed.), Chance and uncertainty (pp. 9-27). Amsterdam University Press.
  • Dorst, L., van Lambalgen, M., & Voorbraak, F. P. J. M. (1994). Reasoning with Uncertainty in Robotics. University of Amsterdam.
  • Open Access
    van Lambalgen, M. (1992). Independence, randomness and the axiom of choice. Journal of Symbolic Logic, 57(4), 1274-1304. https://doi.org/10.2307/2275368
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