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Autoren Obersteiner, Andreas; Reiss, Kristina; Ufer, Stefan  
Titel How training on exact or approximate mental representations of number can enhance first-grade students’ basic number processing and arithmetic skills.  
URL http://ac.els-cdn.com/S0959475212000667/1-s2.0-S0959475212000667-main.pdf?_tid=f15d3cf8-d8b9-11e2-9c6f-00000aacb35d&acdnat=1371630570_ed2ad5f851777704945f8ecdd1272d7d  
URN, persistent http://dx.doi.org/10.1016/j.learninstruc.2012.08.004  
Erscheinungsjahr 2013, H. 23  
Seitenzahl S. 125-135  
Zeitschrift Learning and Instruction  
ISSN 0959-4752  
Dokumenttyp Zeitschriftenaufsatz; gedruckt; online  
Beigaben Literaturangaben, Abbildungen, Tabellen  
Sprache englisch  
Forschungsschwerpunkt Promotionsförderung für Nachwuchswissenschaftler/-innen - Bildungsforschung auf der Grundlage von Daten der amtlichen Statistik sowie Prozess- und Paneldaten unterschiedlicher Provenienz (einschließlich der Indikatorenforschung)  
Schlagwörter Bildungsforschung; Grundschule; Schüler; Zahlenverständnis; Zahlensystem; Arithmetik; Kognitive Entwicklung; Mathematische Kompetenz; Mathematisches Denken; Empirische Untersuchung; Deutschland  
Abstract Theories of psychology and mathematics education recommend two instructional approaches to develop students’ mental representations of number: The “exact” approach focuses on the development of exact representations of organized dot patterns; the “approximate” approach focuses on the approximate representation of analogue magnitudes. This study provides for the first time empirical evidence for the specific effects of these approaches by implementing them in a highly controlled learning environment. 147 first-graders were randomly assigned to one of three intervention groups that used an “exact”, an “approximate”, or both versions of the same computer game, or to a control group. Performance on tasks requiring exact or approximate number processing as well as achievement in arithmetic were measured before and after the intervention. Results show that performance improved on tasks related to the exact or approximate number aspect trained, but there was no crossover effect. Achievement in arithmetic increased for the experimental groups and tended to be higher after only exact or only approximate training. Implications for teaching and learning in the classroom are discussed. (DIPF/Orig.  
Projekt Mentale Repräsentation von Zahlen und arithmetische Kompetenz im frühen Grundschulalter (MenZa)
 
Förderkennzeichen 01JG0922