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We investigated the differential effects of emotions on generative and evaluative thinking in mathematics. We hypothesized that positive affective states would facilitate generative thinking, whereas negative affective states would support evaluative thinking. We randomly assigned mathematics university students (N = 246) to one of three emotion conditions (enjoyment, anxiety, and neutral) and instructed them to solve either a generation or evaluation task. Our results indicated that enjoyment facilitated the generation of original ideas whereas anxiety led to better discrimination between true and false statements. These results confirm that positive and negative activating emotions can facilitate task performance in mathematics in complementary ways and suggest differential functions of emotions for mathematical reasoning, depending on the cognitive task.
Sandra Becker, Ludwig-Maximilians-Universität München
Reinhard Pekrun, University of Essex
Stefan Ufer, University of Munich
Christof Kuhbandner, University of Regensburg