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Results: 79,960
Number of items: 79,960
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Schippers, A. (2013). Muslims, Jews and Christians in the Dhakhīra by Ibn Bassām of Santarem (d. 1147). In A. Cilardo (Ed.), Islam and globalisation : historical and contemporary perspectives: proceedings of the 25th Congress of L'Union Européenne des Arabisants et Islamisants (pp. 313-321). (Orientalia Lovaniensia Analecta; Vol. 226). Peeters. -
Schippers, A. (2013). Flower poems in Arabic, Judeo-Arabic, and Hebrew Andalusian poetry. In V. Klemm, & N. al-Sha'ar (Eds.), Sources and approaches across disciplines in Near Eastern studies: proceedings of the 24th congress, Union Européenne des Arabisants et Islamisants, Leipzig 2008 (pp. 381-394). (Orientalia Lovaniensia analecta; Vol. 215). Peeters. -
Antunes, L., Souto, A., & Vitányi, P. M. B. (2013). On Logical Depth and the Running Time of Shortest Programs. (v1 ed.) ArXiv. https://doi.org/10.48550/arXiv.1310.6976 -
Reflection Group on the Future of EU Company Law, Engrácia Antues, J., Baums, T., Clarke, B., Conac, P.-H., Enriques, L., Hanák, A., Hansen, J. L., de Kluiver, H.-J., Knapp, V., Lenoir, N., Linnainmaa, L., Soltysinski, S., & Wymeersch, E. (2013). Response to the European Commission's Action Plan on Company Law and Corporate Governance. European Company and Financial Law Review, 10(3), 304-327. https://doi.org/10.1515/ecfr-2013-0304 -
Kesic, J. (2013). De koning kan niet authentiek zijn. Web publication or website, Sociale Vraagstukken. https://www.socialevraagstukken.nl/de-koning-kan-niet-authentiek-zijn/ -
van Donselaar, G. (2013). Not on Venus: Global Poverty and Causal Innocense. Krisis, 2013(1), 43-46. https://krisis.eu/wp-content/uploads/2017/12/krisis-2013-2-10-van-donselaar.pdf -
van Donselaar, G., & Swierstra, T. (2013). Voorwoord: Pieter Pekelharing: Denker, docent, Inspirator. Krisis, 2013(2), 3-4. https://archive.krisis.eu/wp-content/uploads/2017/12/krisis-2013-2-01-voorwoord.pdf -
Erdbrink, C. D., Krzhizhanovskaya, V. V., & Sloot, P. M. A. (2013). Evolutionary Design of Numerical Methods: Generating Finite Difference and Integration Schemes by Differential Evolution. ArXiv. http://arxiv.org/abs/1312.7852
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