In order to ensure that the observers were attending to the primary task, observers whose performance on the counting task was far (>50%) from the correct answer on the final trial were excluded from further analysis. However, the pattern of results does not change if we remove this stipulation and examine all the data, or if we adopted a more rigid task performance filter. In order to ensure that the US in different conditions was not affecting performance on the counting task and that there were no differences across groups for ability on the counting task, we performed a one-way ANOVA across US condition for both overall counting performance and performance on the critical trial. There was no effect of condition in either case (Fs < 1.5, ps > 0.16).
We compared noticing rates for the different conditions using chi-square tests with Yate's continuity correction. The results revealed that the relationship between target and the US strongly drove noticing rates, consistent with previous results (Most et al.,
2001;
Figure 3). Observers were much more likely to notice the US when it was the same color as the target than when it was the same color as either the near,
X2(1, N = 205) = 105,
p < 0.001,
Φ = 0.75, or far distractor,
X2(1, N = 205) = 118, p < 0.001, Φ = 0.77; see
Figure 3a). However, similarity alone did not drive noticing rates: While the irrelevant color and the similar distractor were equally close to the target color (30° away), noticing rates were much higher for the irrelevant color,
X2(1, N = 190) = 39.7, p < 0.001,
Φ = 0.47. We also found a similar, though reduced, effect when comparing the Far Color Relevant condition to the Far Color Irrelevant condition,
X2(1, N = 215) = 6.37,
p = 0 .01,
Φ = 0.19. As suggested previously, this result could be driven by the novelty of the “irrelevant” US color. If novelty alone drives noticing rates, there should be no effect of the similarity of the novel color to the target color. However, we found that there was a large effect of similarity to target color, even when the colors were novel: The “near” irrelevant color (55%) was noticed much more frequently than the “far” irrelevant color, 22%,
X2(1, N = 207) = 22.1,
p < 0.001,
Φ = 0.34; see
Figure 3B).
With these data, there are number of ways to evaluate whether there is evidence for feature-based suppression. The simplest method, similar to those used by Störmer and Alvarez is to compare noticing rates for the two types of irrelevant unexpected stimuli. As previously mentioned, we found a large effect of target similarity. However, the effect was in the opposite direction of Störmer and Alvarez: higher detection for near than far. Another way to evaluate the question of feature-based suppression due to target similarity is to examine noticing rates for the near and far relevant (to-be ignored) stimuli. A feature-suppression account would predict that noticing rates for the near relevant item would be lower than far relevant item. However, we found no difference in noticing rate for the relevant items as a function of proximity to the target, X2(1, N = 198) = 0.05, p = 0.83, Φ = 0.03.
In order to further evaluate the possibility of feature-based suppression during IAB, we included two additional conditions that were both 15° from the target position. These conditions varied in the direction of the additional distractor items that the observers needed to ignore during the counting task. Both conditions were therefore irrelevant to the counting task, but differed in their proximity to other relevant colors. Therefore, if task relevance alone drives detection, performance on these conditions should be equivalent. However, if detection is driven by proximity to relevant colors, the item closer to relevant distractors should be inhibited such that detection for these items should be lower than detection for items that are farther from relevant distractors (but equally close to the target). We found strong evidence that proximity to relevant distractors drove detection: Noticing rates for the 15° “relevant” items was much lower (30%) than for the 15° “irrelevant” ones, 64%, X2(1, N = 205) = 28.4, p < 0.001, Φ = 0.38.