ABSTRACT
The multiple state theory of working memory suggests that representations are divided into two states: focused-on active representations and accessory memories held for later use. Here we tested two competing hypotheses regarding the neurocognitive mechanisms responsible for this separation: (1) that accessory memories undergo inhibition or (2) that accessory memories are amplified less than active representations. We explored whether accessory memories undergo affective devaluation, a known index of the involvement of inhibition in a visual task. On each trial participants memorized four items, were cued to focus on one, and then completed a visual search or an affective evaluation task. While search distractors matching the colour of an active item slowed search, those matching an accessory memory did not, replicating previous findings that only active items guide search. Also, accessory items were affectively devalued compared to baseline and active items, supporting the hypothesis that accessory memories undergo inhibition.
Acknowledgement
Our thanks to Michaela Comrie for her help with data collection and to Gavin Petrie for his help with earlier investigations of these concepts.
Disclosure statement
No potential conflict of interest was reported by the authors.
ORCID
Mark J. Fenske http://orcid.org/0000-0003-4338-7754
Notes
1 As confirmation that our separation of groups in terms of pattern of search times was effective, a 2 (Group: Capture vs. No Capture) × 2 (SingletonType: Accessory-matching vs. Active-matching) mixed-factors analysis of variance revealed a significant SingletonType × Group interaction, F(1,25) = 23.34, p < .001, . Indeed, shows that search times for participants in the Capture Group were slower on trials with an active-matching singleton compared to trials with an accessory-matching singleton, t(14) = 3.86, p = .002, whereas participants in the No-Capture Group had search times that were slower on trials with an accessory-matching singleton compared to trials with an active-matching singleton, t(11) = 4.02, p = .002.