Promoting students' self-efficacy through audience response systems (PaperSession 2A) This paper details the initial developments of a teaching protocol aimed at increasing students' self-efficacy, defined as a student's self-confidence at performing academic tasks.In the current climate of competition for the enhancement of teaching practice in HE, students run the risk of being placed 'at the heart of the system' in a passive way: more as receivers of a service, rather than primary actors and confident owners of their learning experience. In response, we argue that investment should be targeted at creating confident individuals, who are progressively autonomous in tackling academic tasks, and adequately prepared for the transition to their future career or studies. Our approach makes intense use of Audience Response Systems (ARS). In particular, we employ ARS devices: (i) to assess the student's ability at performing a task, and (ii) to collect feedback on the student's confidence at delivering a good performance. This allows us to compare objective and subjective evaluation of a student's performance, and to devise opportune responses that consolidate learning and that increase the student's self-efficacy at the same time. There is a dearth of evidence into the promotion of self-efficacy. Our preliminary analysis adds to this literature and opens up further evidence-based opportunities.BALDER, Erik (University of Utrecht, Netherlands) Using economic contexts to advance in mathematics (Paper -Session 2B)The mathematical skills that many graduate schools in Economics require go beyond what is on offer at the undergraduate level in Economics. Therefore it makes sense for motivated undergraduates to start filling this gap in their senior year.The paper to be presented (a companion book is in the making) explains how, within the context of one coherent course on topics in Economics, a variety of skills, as required in linear algebra, advanced and vector calculus, convex analysis and optimization, can be taught to such students.These skills are both conceptual and computational, and are developed within the contexts of fitting data (least squares method), arbitrage pricing of financial derivatives (for a discrete probability space) and microeconomics. The course leaves optional room for some training in mathematical reason and proof.Next to the well-known advantages that contextual learning of mathematics can offer, such a single course achieves considerable economy of means for the motivated undergraduate student.
BALKENBORG, Dieter and MILLER, Tim (University of Exeter, UK) Teaching bank runs with classroom experiments (Workshop -Session 6B)We present the Bank Run teaching experiment, which demonstrates the Diamond-Dybvig (1983) model. It is one of the most versatile experiments provided online by the FEELE lab and can be used in many different economic modules. We explain the experiment in this session and thereby illustrate how to access and use the FEELE online resource for economic classroom experiments.
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