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Kemper, Lorenz; Vorhoff, Gerrit; Wigger, Berthold U. – European Journal of Higher Education, 2020
We perform two approaches of machine learning, logistic regressions and decision trees, to predict student dropout at the Karlsruhe Institute of Technology (KIT). The models are computed on the basis of examination data, i.e. data available at all universities without the need of specific collection. Therefore, we propose a methodical approach…
Descriptors: Foreign Countries, Predictor Variables, Potential Dropouts, School Holding Power
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Schubring, Gert – Educational Studies in Mathematics, 2011
The evolution of indexing sequences and series has been little studied so far, although this topic presents difficulties for students. This symbolisation signified, however, an important means for operating more generally with finite and infinite series. This paper investigates the first steps during the eighteenth century and then the different…
Descriptors: Textbooks, Foreign Countries, Indexing, Mathematical Concepts
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Haider, Hilde; Eichler, Alexandra; Hansen, Sonja; Vaterrodt, Bianca; Gaschler, Robert; Frensch, Peter A. – Frontline Learning Research, 2014
One crucial issue in mathematics development is how children come to spontaneously apply arithmetical principles (e.g. commutativity). According to expertise research, well-integrated conceptual and procedural knowledge is required. Here, we report a method composed of two independent tasks that assessed in an unobtrusive manner the spontaneous…
Descriptors: Mathematics, Mathematics Instruction, Grade 2, Grade 3
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Buff, Alex; Reusser, Kurt; Rakoczy, Katrin; Pauli, Christine – Learning and Instruction, 2011
This study investigated students' activating positive affective experiences in mathematics lessons, their antecedents, their cognitive and motivational consequences, as well as their effect on achievement. The participants were 682 Grade 8 and 9 students from 37 classes from Germany and Switzerland who participated in a video study of lessons on…
Descriptors: Foreign Countries, Grade 8, Cognitive Processes, Grade 9
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Zeitler, H. – International Journal of Mathematical Education in Science and Technology, 2002
Stimulated by a picture of a Sierpinski-pyramid and an article by Stewart, students were asked about a connection between this pyramid and the well-known trinomial formula. The results of all the work done with students are presented in this note. (Contains 8 figures.)
Descriptors: Geometric Concepts, Mathematics Education, Mathematical Formulas, Validity