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Table 11: Eindhoven and environs: Statistics of variables
2006
Table 5.6: TU Eindhoven apos;s Computational results on GRAP H test problems
Table 10 Organizational groups In the Computer Science Department of Vrije Universiteit there are separate network ranges for users groups like staff, students, administration, etc. Groups identified from their belonging address ranges are described in the table below:
2004
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Table 4.7: FDS results for the EW F benchmark (Multicycle Multipliers) OurFDS Optimal Original FDS Eindhoven
Table 1. Catharina-hospital
"... In PAGE 2: ... IMPLEMENTATION OF THE E-LEARNING ENVIRONMENT Catharina-hospital Catharina-hospital is localized in Eindhoven (The Netherlands). The hospital (see Table1 .) offers education and facilitation of various professional trainings in cooperation with universities and colleges, top clinical cares and, also, is ahead in the use ... ..."
Table 1: Acquisition of term candidates by bootstrapping: steps and tool components
"... In PAGE 13: ...n sections 3.3 and 3.2, we will report on their use to lter multiword term candidates according to their likely usefulness for a glossary. Table1 summarizes the steps and the pertaining tool components: 16Not much information is lost because of lemmatization: only in rare cases, forms distinguish term candidates from non-terminological material: technische Unterlagen (plural) may be considered as a term, whereas (standfeste, harte, weiche) Unterlage may not, or may be seen as a di erent term. Ulrich Heid, Stuttgart 13... ..."
Table 1 Design of user test
2002
"... In PAGE 6: ... Only one subject had used the commercial ver- sion of a spoken dialogue system for train timetable information before, and only one subject had ever used another spoken dialogue system before. The experiment was carried out with a pre-test and post-test (within- subjects) design ( Table1 ). All sessions were conducted in the home lab of the UCE department of TU Eindhoven, which is furnished as a living room.... ..."
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Table 1: Convergence rates for several = ( 1; 2)T for uniform re nement (upper) and adaptive re nement (lower). 4. References 1 Bank, R.E., Dupont, T.F., Yserentant, H.: The hierarchical basis multigrid method. Numer. Math. 52, 427-458 (1988) 2 Bank, R.E., Gutsch, S.: Hierarchical basis for the convection-di usion equation on unstructured meshes. Ninth Interna- tional Symposium on Domain Decomposition Methods for Partial Di erential Equations (P. Bj rstad, M. Espedal and D. Keyes, eds.), J. Wiley and Sons, New York, (1996) to appear 3 Bank, R.E., Gutsch, S.: The generalized hierarchical basis two-level method for the convection-di usion equation on a regular grid. submitted to the Proceedings of the 5th European Multigrid Conference in Stuttgart (1996) 4 Bank, R.E., Xu, J.: The hierarchical basis multigrid method and incomplete LU decomposition. Seventh International Symposium on Domain Decomposition Methods for Partial Di erential Equations (D. Keyes and J. Xu, eds.), 163-173. AMS, Providence, Rhode Island (1994) 5 Reusken, A.A.: Approximate cyclic reduction preconditioning. Preprint RANA 97-02, Eindhoven University of Technology Addresses: Randolph E. Bank, Department of Mathematics, University of California at San Diego, USA Sabine Gutsch, Mathematical Seminar II, Christian-Albrechts-University Kiel, Germany
Table 2 Hand Preference Frequencies in the Transsexual Sample and in the General Dutch Population
"... In PAGE 3: ...alculated in a 2 (male vs. female) X 2 (left- vs. right-handed) frequency table. MTF and FTM frequencies were therefore pooled to test the difference between the prevalence of left- handedness in the present sample of transsexuals (who came from all over the Netherlands; about 95% of all Dutch transsexuals receive treatment at the Vrije Universiteit hospital) and the aged-matched pan of the Dutch population survey conducted by Van den Brekel (1986), comprising 4,906 subjects. Table2 gives the prevalence figures concerned. The prevalence of left-handedness among transsexuals was significantly higher than that in the age-matched general population, ^(1, AT = 137,4769) = 7.... ..."
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