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The influence of the place-value structure of the Arabic number ...

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Taken toge<strong>the</strong>r, <strong>the</strong>se results revealed that <strong>the</strong> compatibility effect for comparisons to a<br />

fixed standard could not be simulated by <strong>the</strong> hybrid model.<br />

RT in ms<br />

A<br />

RT in ms<br />

B<br />

520<br />

Compatible comparisons<br />

Incompatible comparisons<br />

520<br />

Compatible comparisons<br />

Incompatible comparisons<br />

510<br />

510<br />

500<br />

500<br />

490<br />

490<br />

480<br />

480<br />

Small Unit Distance<br />

Large Unit Distance<br />

Small Unit Distance<br />

Large Unit Distance<br />

Empirical RT<br />

Holistic Model<br />

RT in ms<br />

C<br />

RT in ms<br />

D<br />

520<br />

Compatible comparisons<br />

Incompatible comparisons<br />

520<br />

Compatible comparisons<br />

Incompatible comparisons<br />

510<br />

510<br />

500<br />

500<br />

490<br />

490<br />

480<br />

480<br />

Small Unit Distance<br />

Large Unit Distance<br />

Small Unit Distance<br />

Large Unit Distance<br />

Decomposed Model<br />

Hybrid Model<br />

Figure 3: Response latencies for compatible and incompatible comparisons to a fixed standard separated for<br />

small and large unit distances. Again, Panel A depicts <strong>the</strong> empirically observed RT pattern (Moeller<br />

et al., 2009b), whereas Panels B, C, and D indicate <strong>the</strong> RT pattern for <strong>the</strong> data produced by ei<strong>the</strong>r <strong>the</strong><br />

holistic, <strong>the</strong> strictly decomposed, or <strong>the</strong> hybrid model, respectively. Error bars reflect 1 SEM.<br />

Contrasting <strong>the</strong> individual models’ correlations with empirical data<br />

Finally, individual correlation coefficients reflecting <strong>the</strong> interrelation between<br />

modelled and empirical data were transformed into Fisher’s Z-<strong>value</strong>s to directly contrast<br />

265

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