The average accuracy was 81.3% (
SD = 6.9, range = 65.1%–91.1%). Overall,
Experiment 2 was more difficult than
Experiment 1,
t(44.75) = 3.02,
p = 0.004, Cohen's
d = 0.87. When we calculated the performance selectively for the SOA 200-ms condition, which was used in
Experiment 1, we found that the performance in both experiments was comparable,
t(44.81) = 0.92,
p = 0.362. The results are shown in
Figure 4.
Similar to
Experiment 1, we used a generalized linear model but also included the effect of SOA. We added the fixed factors in the following order: superordinate category of the attended scene (man-made/natural; to discount the differences between the categories), SOA (three levels 33, 200, or 400 ms; to determine the effect of the limited presentation time), focused area (central/peripheral; to check for a foveal benefit), category conflict (conflicting/congruent scenes; to check whether the unattended signal affects the response), Area × Conflict interaction (to check whether the conflict effect is similar in both areas), and SOA × Area × Conflict interaction. We report the ORs and 95% CIs in the final model.
In contrast to
Experiment 1, we found no significant difference between the man-made and natural scenes,
χ2(1) = 0.35,
p = 0.552, BIC = 4337.0, null model BIC = 4328.9. Consequently, we omitted this term in the following models. We found that the presentation time affected the performance, χ
2(2) = 172.5,
p < 0.001, BIC = 4173.3. Assessing the scenes shown at the periphery was more difficult,
χ2(1) = 85.99,
p < 0.001, BIC = 4095.8. Stimuli comprising two conflicting scenes were more difficult to analyze,
χ2(1) = 53.74,
p < 0.001, BIC = 4050.5. Adding the interaction terms did not improve the model (Area × Conflict:
χ2[1] < 0.01,
p = 0.992; BIC = 4058.9, SOA × Area × Conflict:
χ2[1] = 11.49,
p = 0.119, BIC = 4098.0). As shown in
Figure 4, an interaction appeared to be present under the SOA = 33-ms condition. To test this interaction, we analyzed the data for SOA = 33 ms separately, but again, adding the interaction term to the focused area and conflict predictors did not improve the model (
χ2[1] = 1.45,
p = 0.228, BIC = 1820.5 vs. BIC = 1814.6 with no interaction, null model BIC = 1863.3). The final model featured the following: SOA, focused area (central/peripheral), and presence of category conflict.
To summarize the final model, we found a significant effect of presentation time. Relative to SOA = 200 ms (also used in
Experiment 1), the shorter presentation time (SOA = 33 ms) led to a decrease in performance (OR = 0.35, 95% CI [0.29, 0.43]), while the longer presentation time did not provide a significant benefit (OR = 1.18, 95% CI [0.95, 1.47]). Performance was higher in response to the stimuli presented in the central area (OR = 2.17, 95% CI [1.84; 2.58]). When a scene from a conflicting category was presented in the unattended area, the accuracy decreased (congruent OR = 1.86, 95% CI [1.58; 2.21]).
Similar to
Experiment 1, the final model suggested that we should treat the congruent-conflicting difference as equivalent across all conditions (area and SOA). Calculated in this way, the conflicting distractors caused a significant decrease in performance (log OR = 0.622,
z = 7.33,
p < 0.001). When the interaction terms were added, the decrease was also significant in both conditions for SOA = 33 ms, but at longer presentation times we could see few nonsignificant differences (see
Table 1 for detailed results).
In
Experiment 1, the final and full models yielded similar patterns of results. In
Experiment 2, the apparent Area × Conflict interaction at 33 ms SOA, as well as two pairwise contrasts, were not significant, which might be caused by the lower power of the design. We reduced the number of trials in each condition to keep the overall number of trials similar in both experiments and fit the experiments into a single experimental session. Despite this limitation, we argue that the results allow us to draw conclusions about the postulated hypotheses. First, the model selection procedure showed that adding the interaction terms did not improve the model fit. We report the results of the full model to improve transparency regarding our results. Second, the critical pairwise contrasts in
Experiment 2 were for the 33-ms SOA condition because we wanted to test whether the distractors affected performance for short presentation times. Both contrasts were significant.