16:30 - 18:00
Parallel sessions 3
16:30 - 18:00
Room: C-Building - N14
Chair/s:
Krzysztof Cipora
Automatisation is crucial for humans’ everyday functioning: it helps release limited cognitive resources and relatively effortlessly process information in a repeatable manner. As a workhorse of cognition, automatisation does not always work to our advantage. If the task requires non-typical actions, automatisation misguides us. Such situations offer a valuable window into the nature of automatic processing and cognition in general. 
Several domains, including numerical cognition, investigate the automatic processing of certain stimuli to better understand information processing.
In this symposium, we look into how numerical information can be processed automatically when it is not required by task demands. In particular, we discuss how automatically processed semantic information on numbers, specifically their magnitude can be associated with space, and the limitations of these associations in individuals with different math skills levels. 
While numbers are associated with space in multiple ways (cf. Spatial-Numerical Associations), this symposium explores ways in which semantic information about numbers is triggered while not being required by task instructions, and how this information interacts with spatial processing.
First, we discuss whether the well-researched SNARC effect (i.e., association of small / large magnitude numbers with left / right response side), is triggered when asking participants to judge non-semantic features of the stimuli, such as orientation (Talk 1, V. Prpic) or colour (Talk 2, K. Cipora). We also explore whether such effects differ between the general population and professional mathematicians. 
Following up on links between automaticity of number processing, its spatial associations and their relation to mathematical expertise, we discuss (Talk 3, M. Sroka) how numerical magnitude influences font size judgments (i.e., size congruity effect), and whether these associations differ between professional mathematicians and control groups.
Going beyond traditional paradigms with participants seated in front of a computer screen, we look into whether generating random numbers, which does not require magnitude processing per se, affects spatial decision making in virtual reality (Talk 4, M. Murgia).
We conclude with a talk about breaking the automaticity of S-R mappings in the SNARC effect and whether this makes the SNARC more predictive of math abilities (Talk 5, J.-P. van Dijck).
Submission 483
When Numerical and Physical Magnitudes Compete: Insights from the Size Congruity Task in Professional Mathematicians
SymposiumTalk-03
Presented by: Martyna Sroka
Martyna Sroka
Copernicus Center for Interdisciplinary Studies, Jagiellonian University, Krakow, Poland
Automatic processing of numerical magnitude is commonly examined using the Size Congruity (Numerical Stroop) Task, in which numerical value can facilitate or interfere with judgments of the physical size of numbers. The present study investigated whether expert mathematicians (PhD students/PhD holders with an MSc in mathematics) differ from matched controls in strength of this automatic processing. Participants viewed pairs of digits that differed in both numerical value and physical size and indicated which digit was physically larger while ignoring numerical value. Trials were either congruent (numerically smaller number written in smaller font than the numerically larger number) or incongruent (numerically smaller number written in larger font than the numerically larger number).

Preliminary results (a subset of the target sample tested to date, N=73, including 39 mathematicians) showed high overall accuracy (97.9% ± 2.2%), with higher values for congruent (98.5% ± 1.7%) than incongruent trials (97.3% ± 2.5%). Accuracy did not differ between mathematicians (97.9% ± 2.3%) and controls (97.8 ± 2.1%), and groups did not differ in the magnitude of the congruency effect. Reaction-time analyses showed a similar pattern: participants were significantly faster on congruent than incongruent trials, but neither the main effect of group nor the interaction reached significance.

The Size Congruity effect was present in both groups in terms of accuracy and reaction times, indicating that automatic numerical information, even when task-irrelevant, is processed similarly by mathematicians and controls. These preliminary findings do not support the hypothesis that mathematical expertise affects strength of the Numerical Stroop effect.