Sustained alpha oscillations serve attentional prioritization in working memory, not maintenance.
The 7 matches · 2 of them tie a paragraph to a whole file, not to given lines: weak matches, whose lines are not tinted
- [1] § Materials and Methods › Multivariate pattern analyses ↔ 5t8gu/mahal_theta_kfold_basis_b.m, the whole file · a weak match · score 0.78 · covariance matrix, random subsampling, cross validated, equalize, decoding accuracy, cosine
- [2] § Materials and Methods › Multivariate pattern analyses ↔ 5t8gu/mahal_func_theta_kfold_b.m, lines 1–63 · score 0.75 · fold cross validation, covariance matrix, equalize, decoding accuracy, cosine, subsampling
- [3] § Materials and Methods › Multivariate pattern analyses › Alpha power time-course decoding ↔ 5t8gu/mahal_theta_kfold_basis_b.m, the whole file · a weak match · score 0.72 · cosine weighted, cross validation, smoothed, Decoding accuracy, covariance, Mahalanobis
- [4] § Materials and Methods › Multivariate pattern analyses › Alpha power time-course decoding ↔ 5t8gu/mahal_func_theta_kfold_b.m, lines 1–63 · score 0.67 · cosine weighted, cross validation, Decoding accuracy, covariance, Mahalanobis, vector
- [5] § Materials and Methods › EEG acquisition and preprocessing ↔ xzhyf/Figure_4E_4F.m, lines 2–86 · score 0.58 · EEGLAB, FieldTrip, 1200 ms, filtering, channels, 0.1 Hz
- [6] § Materials and Methods › EEG acquisition and preprocessing ↔ xzhyf/Figure_4E_4F.m, lines 2–86 · score 0.54 · Evoked alpha, EEGLAB, filtered, envelope, band, 12 Hz
- [7] § Materials and Methods › Multivariate pattern analyses ↔ xzhyf/Figure_3A_3B.m, lines 4–60 · score 0.50 · cross validated, orientation space, channel, 200 ms, window, binning
Paper
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The authors' code
MATLAB · 81 lines · 3.4 KB · no license · 2 matches
- function [distance_cos,distances] = mahal_theta_kfold_basis_b(data,theta,n_folds,data_trn)
- % orientation reconstruction using cross-validation, balanced
- % training set through subsampling
- %% input
- % data format is trial by channel by time
- % theta is vector with angles in radians for each trial (must comprise the
- % whole circle, thus, for orientation data, which is only 180 degrees, make
- % sure to multiply by 2). This function assumes a finite number of unique
- % angles
- % "n_folds" is the number of folds for training and testing
- %% output
- % output is trial by time, to summarize average over trials
- % distance_cos is a measure of decoding accuracy, cosine weighted distances
- % of pattern-difference between trials of increasinglt dissimilar
- % orientations
- % distances is the ordered mean-centred distances
- %%
- theta=circ_dist(theta,0); % to make makre that orientations are centered around 0
- u_theta=unique(theta);
- train_partitions = cvpartition(theta,'KFold',n_folds); % split data n times using Kfold
- distances=nan(length(u_theta),size(data,1),size(data,3)); % prepare for output
- theta_dist=circ_dist2(u_theta',theta)';
- % if no optional training data from different period in trial is provided,
- % then test and training data are the same
- if nargin==3
- data_trn=data;
- end
- for tst=1:n_folds % run for each fold
- trn_ind = training(train_partitions,tst); % get training trial rows
- tst_ind = test(train_partitions,tst); % get test trial rows
- trn_dat = data_trn(trn_ind,:,:); % isolate training data
- tst_dat = data(tst_ind,:,:); % isolate test data
- trn_theta =theta(trn_ind);
- m=double(nan(length(u_theta),size(data,2),size(data,3)));
- n_conds = [u_theta,histc(trn_theta,u_theta)]; % get number of trials in each condition
- m_temp=(nan(length(u_theta),size(data,2),size(data,3)));
- % random subsampling to equalize number of trials of each condition
- for c=1:length(u_theta)
- temp1=trn_dat(trn_theta==u_theta(c),:,:);
- ind=randsample(1:size(temp1,1),min(n_conds(:,2)));
- m_temp(c,:,:)=mean(temp1(ind,:,:),1);
- end
- % smooth over orientations in the training data using a predetermined
- % basis set
- cosfun = @(theta,mu)((0.5 + 0.5.*cos((theta-mu))).^(length(u_theta)-1));
- for c=1:length(unique(u_theta))
- m(c,:,:)=sum(bsxfun(@times,m_temp(:,:,:),cosfun(u_theta,u_theta(c))))./sum(cosfun(u_theta,u_theta(c)));
- end
- for t=1:size(data,3) % decode at each time-point
- if ~isnan(trn_dat(:,:,t))
- % compute pair-wise mahalabonis distance between test-trials
- % and averaged training data, using the covariance matrix
- % computed from the training data
- temp=pdist2(squeeze(m(:,:,t)), squeeze(tst_dat(:,:,t)),'mahalanobis',covdiag(trn_dat(:,:,t)));
- distances(:,tst_ind,t)=temp;
- end
- end
- end
- distance_cos=-mean(bsxfun(@times,cos(theta_dist)',distances),1); % take cosine-weigthed mean of distances
- % reorder distances so that same condition distance is in the middle
- for c=1:length(u_theta)
- temp=round(circ_dist(u_theta,u_theta(c)),4);
- temp(temp==round(pi,4))=round(-pi,4);
- [~,i]=sort(temp);
- distances(:,theta==u_theta(c),:)=distances(i,theta==u_theta(c),:);
- end
- distances=-bsxfun(@minus,distances,mean(distances,1)); % mean-centre distances
mahal_theta_kfold_basis_b.m, no license · at the source
Overview
- Department of Experimental Psychology, University of Groningen, Groningen, The Netherlands
- Bernoulli Institute for Mathematics, Computer Science and Artificial Intelligence, University of Groningen, Groningen, The Netherlands
Abstract
Recent theory on the neural basis of working memory (WM) has attributed an important role to “activity-silent” or -quiescent mechanisms, suggesting that sustained neural activity might not be essential in the retention of information. This idea has been challenged by reports of ongoing neural activity in the alpha band during WM maintenance, however. The precise role of these alpha oscillations is unclear: Do they reflect attentional prioritization of stored information, or do they serve as a general maintenance mechanism, for instance to periodically refresh synaptic traces? To address this, we designed a visual WM task involving two memory items, one of which was prioritized by being tested first for recall. The task included both short (1 second) and long (3 seconds) delay intervals between encoding and retrieval. The long delay condition allowed us to test whether the alpha-based decoding effects persist beyond the early delay period, thereby putting accounts that attribute alpha activity to generic maintenance processes to the test. Time-resolved decoding analyses revealed that both tested-first and tested-second items were initially decodable following stimulus presentation. However, only the tested-first item exhibited sustained decodability throughout the delay, particularly in the long delay condition, where it transitioned into a stable coding scheme. This prolonged representation was selectively supported by induced alpha power, which reliably tracked the prioritized tested-first item, but not the deprioritized tested-second item. Impulse-based decoding further confirmed this asymmetry, showing a selective increase in readout for the tested-second item only when it became immediately task relevant. Together, these findings suggest that sustained alpha-band activity primarily reflects attentional prioritization, rather than general memory maintenance. Unattended, deprioritized items appear to transition into an activity-quiescent state, consistent with models of synaptic storage in WM.
Reproduced under the paper's license (CC BY), from the paper cited above.
Repository
Its files are read in the Code ↔ Paper reader above, with 7 matches between paragraphs and lines of code.
OSF dtknz
Availability: 1 check, the latest on 29 September 2026: the link answers (HTTP 200)
- 29 September 2026: the link answers (HTTP 200)
59 files
- 5t8gu/
CirStat2012a/ , MATLAB, 63 linesContents.m - 5t8gu/
CirStat2012a/ , MATLAB, 11 linescirc_ang2rad.m - 5t8gu/
CirStat2012a/ , MATLAB, 29 linescirc_axial.m - 5t8gu/
CirStat2012a/ , MATLAB, 41 linescirc_axialmean.m - 5t8gu/
CirStat2012a/ , MATLAB, 151 linescirc_clust.m - 5t8gu/
CirStat2012a/ , MATLAB, 90 linescirc_cmtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 79 linescirc_confmean.m - 5t8gu/
CirStat2012a/ , MATLAB, 53 linescirc_corrcc.m - 5t8gu/
CirStat2012a/ , MATLAB, 50 linescirc_corrcl.m - 5t8gu/
CirStat2012a/ , MATLAB, 28 linescirc_dist.m - 5t8gu/
CirStat2012a/ , MATLAB, 36 linescirc_dist2.m - 5t8gu/
CirStat2012a/ , MATLAB, 253 linescirc_hktest.m - 5t8gu/
CirStat2012a/ , MATLAB, 57 linescirc_kappa.m - 5t8gu/
CirStat2012a/ , MATLAB, 59 linescirc_ktest.m - 5t8gu/
CirStat2012a/ , MATLAB, 113 linescirc_kuipertest.m - 5t8gu/
CirStat2012a/ , MATLAB, 51 linescirc_kurtosis.m - 5t8gu/
CirStat2012a/ , MATLAB, 56 linescirc_mean.m - 5t8gu/
CirStat2012a/ , MATLAB, 72 linescirc_median.m - 5t8gu/
CirStat2012a/ , MATLAB, 46 linescirc_medtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 69 linescirc_moment.m - 5t8gu/
CirStat2012a/ , MATLAB, 69 linescirc_mtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 81 linescirc_otest.m - 5t8gu/
CirStat2012a/ , MATLAB, 143 linescirc_plot.m - 5t8gu/
CirStat2012a/ , MATLAB, 62 linescirc_r.m - 5t8gu/
CirStat2012a/ , MATLAB, 11 linescirc_rad2ang.m - 5t8gu/
CirStat2012a/ , MATLAB, 130 linescirc_raotest.m - 5t8gu/
CirStat2012a/ , MATLAB, 75 linescirc_rtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 74 linescirc_samplecdf.m - 5t8gu/
CirStat2012a/ , MATLAB, 52 linescirc_skewness.m - 5t8gu/
CirStat2012a/ , MATLAB, 66 linescirc_stats.m - 5t8gu/
CirStat2012a/ , MATLAB, 57 linescirc_std.m - 5t8gu/
CirStat2012a/ , MATLAB, 40 linescirc_symtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 57 linescirc_var.m - 5t8gu/
CirStat2012a/ , MATLAB, 38 linescirc_vmpar.m - 5t8gu/
CirStat2012a/ , MATLAB, 46 linescirc_vmpdf.m - 5t8gu/
CirStat2012a/ , MATLAB, 87 linescirc_vmrnd.m - 5t8gu/
CirStat2012a/ , MATLAB, 77 linescirc_vtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 158 linescirc_wwtest.m - 5t8gu/
CirStat2012a/ , MATLAB, 539 linespathdef.m - 5t8gu/
ClusterCorrectionConjunc , MATLAB, 118 linestion.m - 5t8gu/
GroupPermTest.m , MATLAB, 43 lines - 5t8gu/
cluster_test.m , MATLAB, 233 lines - 5t8gu/
cluster_test_helper.m , MATLAB, 94 lines - 5t8gu/
covdiag.m , MATLAB, 27 lines - 5t8gu/
mahalTune_func_cross_tem , MATLAB, 65 linesp.m - 5t8gu/
mahal_func_theta_kfold_b , MATLAB, 92 lines, 2 matches.m - 5t8gu/
mahal_func_theta_kfold_b , MATLAB, 148 lines_twin_ct.m - 5t8gu/
mahal_theta_basis_b_ind. , MATLAB, 71 linesm - 5t8gu/
mahal_theta_kfold_basis_ , MATLAB, 81 lines, 2 matchesb.m - xzhyf/
Figure_3A_3B.m , MATLAB, 253 lines, 1 match - xzhyf/
Figure_3C.m , MATLAB, 310 lines - xzhyf/
Figure_4D.m , MATLAB, 189 lines - xzhyf/
Figure_4E_4F.m , MATLAB, 284 lines, 2 matches - xzhyf/
Figure_5A.m , MATLAB, 198 lines - xzhyf/
Figure_5B_5C.m , MATLAB, 284 lines - xzhyf/
Figure_6D.m , MATLAB, 189 lines - xzhyf/
Figure_6E_6F.m , MATLAB, 284 lines - xzhyf/
Figure_7BC_Cross_tempora , MATLAB, 296 linesl_interval1_alpha.m - xzhyf/
Figure_7EF_Cross_tempora , MATLAB, 296 linesl_interval2_alpha.m
The paper's code and data availability statement is in the Data section.
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All data, analysis scripts, and results supporting this study are publicly available at the Open Science Framework (OSF): https://
Reproduced under the paper's license (CC BY), from the paper cited above.
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Recorded: type, language, journal, volume, pages, dates, 3 authors, 4 keywords, 1 funder, 69 references.
Cite
This paper
Weng, Y., Borst, J. P., & Akyürek, E. G. (2026). Sustained alpha oscillations serve attentional prioritization in working memory, not maintenance. Imaging neuroscience (Cambridge, Mass.), 4, IMAG.a.1199. https://
BibTeX
@article{weng2026sustain
author = {Weng, Yuanyuan and Borst, Jelmer P. and Akyürek, Elkan G.},
title = {{Sustained alpha oscillations serve attentional prioritization in working memory, not maintenance}},
journal = {Imaging neuroscience (Cambridge, Mass.)},
year = {2026},
month = apr,
volume = {4},
pages = {IMAG.a.1199},
publisher = {MIT Press},
issn = {2837-6056},
doi = {10.1162/
url = {https://
pmid = {41958633},
pmcid = {PMC13058851}
}
RIS
TY - JOUR
AU - Weng, Yuanyuan
AU - Borst, Jelmer P.
AU - Akyürek, Elkan G.
TI - Sustained alpha oscillations serve attentional prioritization in working memory, not maintenance
T2 - Imaging neuroscience (Cambridge, Mass.)
J2 - Imaging Neurosci (Camb)
PY - 2026
DA - 2026/
VL - 4
SP - IMAG.a.1199
SN - 2837-6056
PB - MIT Press
DO - 10.1162/
UR - https://
LA - en
ER -
CSL-JSON
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