2020
DOI: 10.3758/s13415-020-00792-7
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Contrasting time and frequency domains: ERN and induced theta oscillations differentially predict post-error behavior

Abstract: The present study investigated the neural dynamics of error processing in both the time and frequency domains, as well as associated behavioral phenomena, at the single-trial level. We used a technique that enabled us to separately investigate the evoked and induced aspects of the EEG signal (Cohen & Donner, 2013, Journal of Neurophysiology, 110[12], 2752-2763). We found that at the single-trial level, while the (evoked) error-related negativity (ERN) predicted only post-error slowing (PES)and only when errors… Show more

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Cited by 25 publications
(38 citation statements)
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References 62 publications
(85 reference statements)
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“…For all analyses, post-error slowing was computed by subtracting current trial error RTs from next trial (post-error) RTs (Schroder et al, 2020). Post-error accuracy during averagedlevel subset analyses was computed as a percentage change between (1) the accuracy for trials following an error and (2) the accuracy for trials following a correct response (Beatty et al, 2018(Beatty et al, , 2020Buzzell et al, 2017), while post-error accuracy during single-trial analyses was computed as the accuracy on post-error trials. Analyses for post-error slowing and post-error accuracy were conducted using separate error-only 2 (Congruency: Congruent, Incongruent) × 2 (Correction: Corrected, Uncorrected) ANOVAs.…”
Section: Behaviormentioning
confidence: 99%
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“…For all analyses, post-error slowing was computed by subtracting current trial error RTs from next trial (post-error) RTs (Schroder et al, 2020). Post-error accuracy during averagedlevel subset analyses was computed as a percentage change between (1) the accuracy for trials following an error and (2) the accuracy for trials following a correct response (Beatty et al, 2018(Beatty et al, , 2020Buzzell et al, 2017), while post-error accuracy during single-trial analyses was computed as the accuracy on post-error trials. Analyses for post-error slowing and post-error accuracy were conducted using separate error-only 2 (Congruency: Congruent, Incongruent) × 2 (Correction: Corrected, Uncorrected) ANOVAs.…”
Section: Behaviormentioning
confidence: 99%
“…While many studies have investigated how the magnitude of error processing influences post-error compensations such as PES, they omit a critical step-the tendency to salvage the ongoing trial (see Figure 1). For example, while some studies explicitly investigate error corrections by experimentally modulating their likelihood (Crump & Logan, 2013;Fiehler et al, 2004Fiehler et al, , 2005Steinhauser, 2010;Ullsperger & von Cramon, 2006), other studies conclude that error corrections are potential confounds to the research question being proposed, and therefore, contend with them by either forbidding them altogether (Amengual et al, 2013;Buzzell et al, 2017;de Visser et al, 2018;van Meel et al, 2007) or removing them post hoc (Beatty et al, 2018(Beatty et al, , 2020. Thus, long-standing questions regarding the functional significance of error monitoring might be clarified by investigating corrections that occur between trial N and trial N + 1.…”
Section: Introductionmentioning
confidence: 99%
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