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University of Oslo Workshops June 29-30 Conference July 1-3 ...

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Sampling Design for the Teacher Education and Development Study in<br />

Mathematics (TEDS-M): Challenges, Solutions, Restrictions<br />

Sabine Meinck, IEA Data Processing and Research Center, Germany<br />

Jean Dumais, Methodology Branch, Statistics Canada, Ottawa, Canada<br />

The Teacher Education and Development Study in Mathematics (TEDS-M) focuses on<br />

how teachers are prepared to teach mathematics in primary and lower secondary schools in<br />

seventeen countries. This is the first large-scale assessment in teacher education using<br />

statistical sampling. The demanding study goals, combining four target populations into<br />

one survey on the one hand, and the complexity and differences <strong>of</strong> the teacher education<br />

systems in participating countries, on the other hand, posed particular challenges to design<br />

a multi-purpose international sampling plan. The four target populations <strong>of</strong> the TEDS-M<br />

study are teacher preparation institutions, future primary and lower secondary mathematics<br />

teachers, and their educators, for which reliable estimates <strong>of</strong> their main characteristics were<br />

required. The overall achieved participation rates in most countries complied with the<br />

demanding standards set by TEDS-M and therefore ensure a high validity <strong>of</strong> the data<br />

collected. Although high technical standards were maintained, certain restrictions must be<br />

put on data analysis and on the interpretation <strong>of</strong> the results. Data observed from<br />

populations with low participation rates will be annotated as such in the forthcoming<br />

international reports. Further, specific structural or political circumstances made it<br />

necessary for some countries to implement sampling or operational procedures that<br />

deviated from the international design. Cross-country comparisons must be made with<br />

caution; results always need to be embedded into adequate contextual explanations.<br />

Experiences gained throughout the implementation <strong>of</strong> this study can contribute valuably to<br />

the specification <strong>of</strong> sampling designs in further studies in higher education.<br />

Keywords: sampling; survey methodology; teacher education; TEDS-M 2008<br />

Expertise <strong>of</strong> Future Teachers: On the Relationship <strong>of</strong> Mathematics Content<br />

Knowledge, Mathematics Pedagogical Content Knowledge and General<br />

Pedagogical Knowledge<br />

Johannes König, <strong>University</strong> <strong>of</strong> Cologne, Germany<br />

Sigrid Blömeke, Humboldt <strong>University</strong> <strong>of</strong> Berlin, Germany<br />

<br />

Teacher expertise consists <strong>of</strong> cognitive and affective-motivational components. Based on<br />

TEDS-M data, our study examines the structure <strong>of</strong> the cognitive components <strong>of</strong> future<br />

mathematics teachers in their final year <strong>of</strong> training. According to Shulman (1986) three<br />

sub-dimensions can be distinguished. In case <strong>of</strong> mathematics teachers, these are<br />

mathematics content knowledge (MCK), mathematics pedagogical content knowledge<br />

(MPCK), and general pedagogical knowledge (GPK). However, teacher expertise requires<br />

interlinking these components in order to perform successfully in class (Berliner, 2001).<br />

We ask (1) in general and (2) for subgroups whether teacher knowledge (TK) has a<br />

homogeneous structure or should better be differentiated according to the assumed three<br />

cognitive components. The German and US TEDS-M samples are used to test these<br />

hypotheses since the two countries included an additional test instrument that allowed<br />

rigorous measurement <strong>of</strong> GPK. Given the point in time – future teachers at the end <strong>of</strong> their<br />

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