OSCR

Alpha-band phase modulates perceptual sensitivity by changing internal noise and sensory tuning.

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  1. [1] § Methods › Phase–behavior coupling analysis ↔ PIP_masterscript.m, lines 20–139 · score 0.54 · cluster correction, permutation threshold, iteratively, mapping, phase

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The authors' code

MATLAB · 408 lines · 14 KB · no license · 1 match

  1. clear all; close all
  2. % script requires functions from:
  3. %CircStats and the "helper functions" folder
  4. load('peakalphafreq.mat');
  5. load('hilbert_output.mat');
  6. load('analysis_perms.mat');
  7. %define list of subjects
  8. subs = {'01' ,'02','03', '04', '05','06'};
  9. %analysis window
  10. awin = dsearchn(times',[-700 0]');
  11. tp = dsearchn(times',[-450,0]');
  12. sig_ind = tp(1):tp(2);
  13. %% cluster correction
  14. %take out the needed real and permutated data for each participant
  15. for s=1:size(dp_veclength_perm,3)
  16. %dp
  17. best_dp(:,s) = movmean(squeeze(mean(dp_veclength(best_alphachans(:,s),awin(1):awin(2),s),1)),8);
  18. dp_perms(:,s,:) = movmean(mean(dp_veclength_perm(best_alphachans(:,s),awin(1):awin(2),s,:),1),8);
  19. %crit
  20. best_crit(:,s)= movmean(squeeze(mean(crit_veclength(best_alphachans(:,s),awin(1):awin(2),s),1)),8);
  21. crit_perms(:,s,:) = movmean(mean(crit_veclength_perm(best_alphachans(:,s),awin(1):awin(2),s,:),1),8);
  22. end
  23. dp_group_sigthresh = prctile(squeeze(mean(dp_perms,2)),95,2);
  24. crit_group_sigthresh = prctile(squeeze(mean(crit_perms,2)),95,2);
  25. %dp
  26. for i = 1:size(dp_veclength_perm,4)
  27. iperm = mean(dp_perms(:,:,i),2); %this iteration's perm
  28. perm_thresh = prctile(squeeze(mean(dp_perms(:,:,1:end~=i),2)),95,2);
  29. cc_sig_ind = logical(iperm > perm_thresh); %locations where the perm cross sig
  30. if sum(cc_sig_ind) == 0
  31. clust=0;
  32. else
  33. [clust, ~] = clustsize(cc_sig_ind);
  34. end
  35. perm_clust(i) = max(clust);
  36. end
  37. clust_thresh = prctile(perm_clust,95);
  38. perm_thresh = dp_group_sigthresh;
  39. cc_sig_ind = logical(mean(best_dp,2) > perm_thresh); %real data
  40. if sum(cc_sig_ind) == 0
  41. clust=0; sig_map = zeros(1,length(times(awin(1):awin(2))));
  42. else
  43. [clust, sig_map] = clustsize(cc_sig_ind);
  44. end
  45. sig_clust = find(clust > clust_thresh); %find all the cluster numbers (that will be in sig_map) that surpass the clust_thresh
  46. groupdp_corr_sigind = ismember(sig_map, sig_clust);
  47. %crit
  48. for i = 1:size(dp_veclength_perm,4)
  49. iperm = mean(crit_perms(:,:,i),2);
  50. perm_thresh = prctile(squeeze(mean(crit_perms(:,:,1:end~=i),2)),95,2);
  51. cc_sig_ind = logical(iperm > perm_thresh);
  52. if sum(cc_sig_ind) == 0
  53. clust=0;
  54. else
  55. [clust, ~] = clustsize(cc_sig_ind);
  56. end
  57. perm_clust(i) = max(clust);
  58. end
  59. clust_thresh = prctile(perm_clust,95);
  60. perm_thresh = crit_group_sigthresh;
  61. cc_sig_ind = logical(mean(best_crit,2) > perm_thresh);
  62. if sum(cc_sig_ind) == 0
  63. clust=0; sig_map = zeros(1,length(times(awin(1):awin(2))));
  64. else
  65. [clust, sig_map] = clustsize(cc_sig_ind);
  66. end
  67. sig_clust = find(clust > clust_thresh);
  68. groupcrit_corr_sigind(:) = ismember(sig_map, sig_clust);
  69. %shift vars
  70. for s = 1:size(hrphase,4)
  71. for ch = 1:3
  72. for t= 1:length(sig_ind)
  73. [~, ind] = max(squeeze(dpphase(best_alphachans(ch,s),sig_ind(t),:,s)));
  74. shift_amount = length(binc) - ind;
  75. shifted_dp(ch,t,:,s) = circshift(squeeze(dpphase(best_alphachans(ch,s),sig_ind(t),:,s)), shift_amount);
  76. shifted_crit(ch,t,:,s) = circshift(squeeze(critphase(best_alphachans(ch,s),sig_ind(t),:,s)), shift_amount);
  77. shifted_hr(ch,t,:,s) = circshift(squeeze(hrphase(best_alphachans(ch,s),sig_ind(t),:,s)), shift_amount);
  78. shifted_far(ch,t,:,s) = circshift(squeeze(farphase(best_alphachans(ch,s),sig_ind(t),:,s)), shift_amount);
  79. shifted_conf(ch,t,:,s) = circshift(squeeze(confphase(best_alphachans(ch,s),sig_ind(t),:,s)), shift_amount);
  80. shifted_imag(ch,t,:,s) = circshift(squeeze(imagphase(best_alphachans(ch,s),sig_ind(t),:,s)), shift_amount);
  81. end
  82. end
  83. end
  84. %response consistency
  85. binw = 2*pi/2;
  86. for s = 1:length(subs)
  87. load(['fulldat_' subs{s}])
  88. for ch = 1:size(best_alphachans,1)
  89. for t = 1:length(sig_ind)
  90. best_binc = dp_vecangle(best_alphachans(ch,s),sig_ind(t),s);
  91. absdist = squeeze(abs(circ_dist(dat.phase_angles(best_alphachans(ch,s),sig_ind(t),:), best_binc)));
  92. bestbinind = absdist>=0 & absdist<=binw/2; %1 = good, 0 = bad
  93. [bb_con, notbb_con] = deal([]);
  94. [bb_c, notbb_c] = deal(1);
  95. for i = 1:size(dat.seedpairs,2)
  96. %if the phase of the pair is the same
  97. if bestbinind(dat.seedpairs(1,i)) == bestbinind(dat.seedpairs(2,i))
  98. %check to see whether it's best
  99. if bestbinind(dat.seedpairs(1,i)) == 1
  100. bb_con(bb_c) = dat.resp(dat.seedpairs(1,i)) == dat.resp(dat.seedpairs(2,i));
  101. bb_c = bb_c+1;
  102. else
  103. notbb_con(notbb_c) = dat.resp(dat.seedpairs(1,i)) == dat.resp(dat.seedpairs(2,i));
  104. notbb_c = notbb_c+1;
  105. end
  106. else
  107. notbb_con(notbb_c)= dat.resp(dat.seedpairs(1,i)) == dat.resp(dat.seedpairs(2,i));
  108. notbb_c = notbb_c+1;
  109. end
  110. end
  111. bb_consist(ch,t,s) = mean(bb_con);
  112. notbb_consist(ch,t,s) = mean(notbb_con);
  113. end
  114. end
  115. end
  116. front_angle = squeeze(dp_vecangle(34,sig_ind,:)); %AFz
  117. occip_angle = squeeze(dp_vecangle(16,sig_ind,:)); %Oz
  118. for t = 1:size(front_angle,1)
  119. fo_diff(t,:)= circ_dist(front_angle(t,:), occip_angle(t,:)); %front-occip diff
  120. end
  121. angle_diff = circ_mean(fo_diff);
  122. %% RevCorr/CIs
  123. %https://github.com/antoniofs23/reverse-correlation-demo/blob/main/RC_DEMO_AF.ipynb
  124. %num of bootstraps
  125. nboot = 10000;
  126. %mirror across ori?
  127. mirr = 1;
  128. %load, trim, and rescale
  129. load CI_betas.mat
  130. goodphase = betavals.goodphase;
  131. badphase = betavals.badphase;
  132. %define x and y
  133. ori = linspace(-80, 80,19);
  134. sf = linspace(0.5, 4,15);
  135. %meshgrid for surface
  136. [xx yy] = meshgrid(ori, sf);
  137. %define 2d gauss
  138. gauss2 = @(par,xy) par(1)*exp(-((xy(:,1)-par(2)).^2/2/par(3)^2 + (xy(:,2)-par(4)).^2/2/par(5)^2)) + par(6);
  139. %starting point for search
  140. startparams = [100 0 20 2 1 0]; %amp, meanX, sdX, meanY, sdY, offset
  141. lb = [0 -20 2 0.5 0.1 -50];%lower bound for each param
  142. ub = [200 20 60 3 4 50];%upper bound for each param
  143. for b = 1:nboot
  144. %generate bootstramp sample indicies
  145. bsamp = randsample(6,6,'true');
  146. %get CIs from this bootstrap sample and average over sample
  147. gci = mean(goodphase(:,:,bsamp),3);
  148. bci = mean(badphase(:,:,bsamp),3);
  149. if mirr
  150. gci = (gci + fliplr(gci)) ./2;
  151. bci = (bci + fliplr(bci)) ./2;
  152. end
  153. diffmap(:,:,b) = gci-bci;
  154. goodphaseb(:,:,b) = gci;
  155. badphaseb(:,:,b) = bci;
  156. %fit data
  157. fitparamsg(:,b) = lsqcurvefit(gauss2, startparams, [xx(:) yy(:)], gci(:), lb, ub);
  158. gauss2fix = @(par,xy) (par(1)* fitparamsg(1,b))* exp(-((xy(:,1)-(par(2)+fitparamsg(2,b))).^2/2/(par(3)*fitparamsg(3,b))^2 + (xy(:,2)-(par(4)*fitparamsg(4,b))).^2/2/(par(3)*fitparamsg(5,b))^2)) + (par(5)*fitparamsg(6,b));
  159. startparamsfix = [1 0 1 1 1]; %gain, x, sd, y, offset
  160. lbfix = [-10 -20 -10 -5 -10];%lower bound for each param
  161. ubfix = [10 20 10 5 10];%upper bound for each param
  162. fitparamsb(:,b) = lsqcurvefit(gauss2fix, startparamsfix, [xx(:) yy(:)], bci(:), lbfix, ubfix);
  163. %evaluate fit params at actual data points
  164. predg = gauss2(fitparamsg(:,b), [xx(:), yy(:)]);
  165. predb = gauss2fix(fitparamsb(:,b), [xx(:), yy(:)]);
  166. %compute r2
  167. rrg(b) = corr(predg, gci(:)).^2;
  168. rrb(b) = corr(predb, bci(:)).^2;
  169. %for plotting
  170. predmatg(:,:,b) = reshape(predg,size(gci));
  171. predmatb(:,:,b) = reshape(predb,size(bci));
  172. disp(b)
  173. end
  174. %% stats
  175. %frontal and occipital comparison
  176. [p, v] = circ_vtest(angle_diff,pi)
  177. [p, v] = circ_vtest(angle_diff,0)
  178. %response consitency
  179. [h, p, ci, stats] = ttest(squeeze(mean(mean(bb_consist,1),2)), squeeze(mean(mean(notbb_consist,1),2)))
  180. %angle of FAR and HR
  181. hr_far_diff = circ_dist(hr_vecangle, far_vecangle);
  182. for s = 1:length(subs)
  183. hr_far_anglediff(s) = circ_mean(circ_mean(hr_far_diff(best_alphachans(:,s),sig_ind,s),[],1),[],2);
  184. end
  185. [p, v] = circ_vtest(hr_far_anglediff,pi)
  186. [p, v] = circ_vtest(hr_far_anglediff,0)
  187. %bootstrapped CI parameters
  188. pvals = min([2*(sum(fitparamsb<1,2)./nboot) 2*(sum(fitparamsb>1,2)./nboot)],[],2);
  189. %% Supplementary confidence and imagination
  190. %take out the needed real and permutated data for each participant
  191. for s=1:size(dp_veclength_perm,3)
  192. %conf
  193. best_conf(:,s)= movmean(squeeze(mean(conf_veclength(best_alphachans(:,s),awin(1):awin(2),s),1)),8);
  194. conf_perms(:,s,:) = movmean(mean(conf_veclength_perm(best_alphachans(:,s),awin(1):awin(2),s,:),1),8);
  195. %imag
  196. best_imag(:,s)= movmean(squeeze(mean(imag_veclength(best_alphachans(:,s),awin(1):awin(2),s),1)),8);
  197. imag_perms(:,s,:) = movmean(mean(imag_veclength_perm(best_alphachans(:,s),awin(1):awin(2),s,:),1),8);
  198. end
  199. conf_group_sigthresh = prctile(squeeze(mean(conf_perms,2)),95,2);
  200. imag_group_sigthresh = prctile(squeeze(mean(imag_perms,2)),95,2);
  201. %conf
  202. for i = 1:size(dp_veclength_perm,4)
  203. iperm = mean(conf_perms(:,:,i),2);
  204. perm_thresh = prctile(squeeze(mean(conf_perms(:,:,1:end~=i),2)),95,2);
  205. cc_sig_ind = logical(iperm > perm_thresh);
  206. if sum(cc_sig_ind) == 0
  207. clust=0;
  208. else
  209. [clust, ~] = clustsize(cc_sig_ind);
  210. end
  211. perm_clust(i) = max(clust);
  212. end
  213. clust_thresh = prctile(perm_clust,95);
  214. perm_thresh = conf_group_sigthresh;
  215. cc_sig_ind = logical(mean(best_conf,2) > perm_thresh);
  216. if sum(cc_sig_ind) == 0
  217. clust=0; sig_map = zeros(1,length(times(awin(1):awin(2))));
  218. else
  219. [clust, sig_map] = clustsize(cc_sig_ind);
  220. end
  221. sig_clust = find(clust > clust_thresh);
  222. groupconf_corr_sigind(:) = ismember(sig_map, sig_clust);
  223. %imag
  224. for i = 1:size(dp_veclength_perm,4)
  225. iperm = mean(imag_perms(:,:,i),2);
  226. perm_thresh = prctile(squeeze(mean(imag_perms(:,:,1:end~=i),2)),95,2);
  227. cc_sig_ind = logical(iperm > perm_thresh);
  228. if sum(cc_sig_ind) == 0
  229. clust=0;
  230. else
  231. [clust, ~] = clustsize(cc_sig_ind);
  232. end
  233. perm_clust(i) = max(clust);
  234. end
  235. clust_thresh = prctile(perm_clust,95);
  236. perm_thresh = imag_group_sigthresh;
  237. cc_sig_ind = logical(mean(best_imag,2) > perm_thresh);
  238. if sum(cc_sig_ind) == 0
  239. clust=0; sig_map = zeros(1,length(times(awin(1):awin(2))));
  240. else
  241. [clust, sig_map] = clustsize(cc_sig_ind);
  242. end
  243. sig_clust = find(clust > clust_thresh);
  244. groupimag_corr_sigind(:) = ismember(sig_map, sig_clust);
  245. %% Supplementary power
  246. load('pow_vars.mat')
  247. %average across channels
  248. dp_line = squeeze(mean(pow_ondp,1));
  249. crit_line = squeeze(mean(pow_oncrit,1));
  250. conf_line = squeeze(mean(pow_onconf,1));
  251. imag_line = squeeze(mean(pow_onimag,1));
  252. perm_pow_ondp = squeeze(mean(perm_pow_ondp,1));
  253. perm_pow_oncrit = squeeze(mean(perm_pow_oncrit,1));
  254. perm_pow_onconf = squeeze(mean(perm_pow_onconf,1));
  255. perm_pow_onimag = squeeze(mean(perm_pow_onimag,1));
  256. %average across participants and get sig threshold
  257. dp_group_sigthresh = prctile(squeeze(mean(perm_pow_ondp,2)),2.5,2);
  258. crit_group_sigthresh = prctile(squeeze(mean(perm_pow_oncrit,2)),2.5,2);
  259. conf_group_sigthresh = prctile(squeeze(mean(perm_pow_onconf,2)),2.5,2);
  260. imag_group_sigthresh = prctile(squeeze(mean(perm_pow_onimag,2)),2.5,2);
  261. %dp
  262. for i = 1:size(perm_pow_ondp,3)
  263. iperm = mean(perm_pow_ondp(:,:,i),2);
  264. perm_thresh = prctile(squeeze(mean(perm_pow_ondp(:,:,1:end~=i),2)),2.5,2);
  265. cc_sig_ind = logical(iperm < perm_thresh);
  266. if sum(cc_sig_ind) == 0
  267. clust=0;
  268. else
  269. [clust, ~] = clustsize(cc_sig_ind);
  270. end
  271. perm_clust(i) = max(clust);
  272. end
  273. clust_thresh = prctile(perm_clust,95);
  274. perm_thresh = dp_group_sigthresh;
  275. cc_sig_ind = logical(mean(dp_line,2) < perm_thresh);
  276. if sum(cc_sig_ind) == 0
  277. clust=0; sig_map = zeros(size(times));
  278. else
  279. [clust, sig_map] = clustsize(cc_sig_ind);
  280. end
  281. sig_clust = find(clust > clust_thresh);
  282. groupdp_corr_sigind = ismember(sig_map, sig_clust);
  283. %crit
  284. for i = 1:size(perm_pow_oncrit,3)
  285. iperm = mean(perm_pow_oncrit(:,:,i),2);
  286. perm_thresh = prctile(squeeze(mean(perm_pow_oncrit(:,:,1:end~=i),2)),2.5,2);
  287. cc_sig_ind = logical(iperm < perm_thresh);
  288. if sum(cc_sig_ind) == 0
  289. clust=0;
  290. else
  291. [clust, ~] = clustsize(cc_sig_ind);
  292. end
  293. perm_clust(i) = max(clust);
  294. end
  295. clust_thresh = prctile(perm_clust,95);
  296. perm_thresh = crit_group_sigthresh;
  297. cc_sig_ind = logical(mean(crit_line,2) < perm_thresh);
  298. if sum(cc_sig_ind) == 0
  299. clust=0; sig_map = zeros(size(times));
  300. else
  301. [clust, sig_map] = clustsize(cc_sig_ind);
  302. end
  303. sig_clust = find(clust > clust_thresh);
  304. groupcrit_corr_sigind = ismember(sig_map, sig_clust);
  305. %conf
  306. for i = 1:size(perm_pow_onconf,3)
  307. iperm = mean(perm_pow_onconf(:,:,i),2);
  308. perm_thresh = prctile(squeeze(mean(perm_pow_onconf(:,:,1:end~=i),2)),2.5,2);
  309. cc_sig_ind = logical(iperm < perm_thresh);
  310. if sum(cc_sig_ind) == 0
  311. clust=0;
  312. else
  313. [clust, ~] = clustsize(cc_sig_ind);
  314. end
  315. perm_clust(i) = max(clust);
  316. end
  317. clust_thresh = prctile(perm_clust,95);
  318. perm_thresh = conf_group_sigthresh;
  319. cc_sig_ind = logical(mean(conf_line,2) < perm_thresh);
  320. if sum(cc_sig_ind) == 0
  321. clust=0; sig_map = zeros(size(times));
  322. else
  323. [clust, sig_map] = clustsize(cc_sig_ind);
  324. end
  325. sig_clust = find(clust > clust_thresh);
  326. groupconf_corr_sigind = ismember(sig_map, sig_clust);
  327. %imag
  328. for i = 1:size(perm_pow_onimag,3)
  329. iperm = mean(perm_pow_onimag(:,:,i),2);
  330. perm_thresh = prctile(squeeze(mean(perm_pow_onimag(:,:,1:end~=i),2)),2.5,2);
  331. cc_sig_ind = logical(iperm < perm_thresh);
  332. if sum(cc_sig_ind) == 0
  333. clust=0;
  334. else
  335. [clust, ~] = clustsize(cc_sig_ind);
  336. end
  337. perm_clust(i) = max(clust);
  338. end
  339. clust_thresh = prctile(perm_clust,95);
  340. perm_thresh = imag_group_sigthresh;
  341. cc_sig_ind = logical(mean(imag_line,2) < perm_thresh);
  342. if sum(cc_sig_ind) == 0
  343. clust=0; sig_map = zeros(size(times));
  344. else
  345. [clust, sig_map] = clustsize(cc_sig_ind);
  346. end
  347. sig_clust = find(clust > clust_thresh);
  348. groupimag_corr_sigind = ismember(sig_map, sig_clust);

PIP_masterscript.m, no license · at the source

Overview

Authors: April Pilipenko1, Alexandra McGowan1, Jason Samaha1
  1. Department of Psychology, University of California, Santa Cruz, Santa Cruz, United States
Institutions: University of California, Santa Cruz (United States)
Journal: eLife, volume 15, article RP110000
Dates: published online 20 April 2026
Type: Research article · Language: English
License: CC BY
Identifiers: DOI 10.7554/elife.110000 · PMID 42008355 · PMCID PMC13095207 · OpenAlex W7128173374
Open access: gold, a free copy (OpenAlex)
Status: code verified
Categories: EEG (modality), human (organism)
Methods: Connectivity, Statistics, Spectral & time-frequency, Preprocessing, Physiology & signal measures
Keywords: Human
MeSH: Alpha Rhythm*, Visual Perception*, Electroencephalography, Humans, Photic Stimulation (* major topic)
Topic: Neural dynamics and brain function (Cognitive Neuroscience, Neuroscience), according to OpenAlex
Citations: cited by 1 paper (Europe PMC); 47 references in the paper

Abstract

Alpha-band neural oscillations (8–13 Hz) are theorized to phasically inhibit visual processing based, in part, on results showing that pre-stimulus alpha phase predicts detection (i.e., hit rates). However, recent failures to replicate and a lack of a mechanistic understanding regarding how alpha impacts detection have called this theory into question. We recorded EEG while six observers (6020 trials each) detected near-threshold Gabor targets embedded in noise. Using signal detection theory (SDT) and reverse correlation, we observed an effect of occipital and frontal pre-stimulus alpha phase on sensitivity (d'), not criterion. Hit and false alarm rates were counterphased, consistent with a reduction in internal noise during optimal alpha phases. Perceptual reports were also more consistent when two identical stimuli were presented during the optimal phase, suggesting a decrease in internal noise rather than signal amplification. Classification images revealed sharper spatial frequency and orientation tuning during the optimal alpha phase, implying that alpha phase shapes sensitivity by modulating sensory tuning towards relevant stimulus features.

Reproduced under the paper's license (CC BY), from the paper cited above.

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antoniofs23/reverse-correlation-demo

License: GPL-3.0
State: the link answers, verified on 29 September 2026
Evidence: files inventoried
Commit: dbb38c87f8a07100c514c25fe5959c1bff8f70e6, 18 December 2023
Languages: Jupyter (1)
Size: 3 files, 1 script
Software Heritage: archived
Found in: the text, “Reverse correlation”
Holds: README, license file, 1 notebook
Not found: CITATION.cff, environment file, tests, continuous integration, documentation
Availability: 1 check, the latest on 29 September 2026: the link answers
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3 files

OSF eup3s

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State: the link answers, verified on 29 September 2026
Evidence: files inventoried
Languages: MATLAB (3)
Size: 14 files, 3 scripts
Software Heritage: not checked
Found in: “Data availability”
Not found: README, license file, CITATION.cff, environment file, tests, continuous integration, documentation
Availability: 1 check, the latest on 29 September 2026: the link answers (HTTP 200)
  • 29 September 2026: the link answers (HTTP 200)
3 files
At the source: osf.io/eup3s

The paper's code and data availability statement is in the Data section.

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What the map holds:

  • 2 repositories of the authors' code, each at its verified commit, with its license and how the link was found in the paper;
  • 4 scripts, each with its path and the digest of its content;
  • 1 match between paragraphs of the paper and lines of the code (method lexical-v1);
  • neither the text of the paper nor the code itself.

Its JSON (tracing-map.json) is deposited on Zenodo with its DOI once the map is validated.

Data

No dataset and no data link were found in the paper.

Data availability

All electrophysiological and behavioral datasets, as well as the code for analysis, are freely available in Alpha-Band Phase Modulates Perceptual Sensitivity by Changing Internal Noise and Sensory Tuning at https://osf.io/eup3s.

The following dataset was generated:

Pilipenko A, McGowan A, Samaha J. 2025. Alpha-Band Phase Modulates Perceptual Sensitivity by Changing Internal Noise and Sensory Tuning. Open Science Framework. eup3s

Reproduced under the paper's license (CC BY), from the paper cited above.

Versions

The history of this record: each version stored by the harvester or made by a correction of its authors or of the maintainers of its code, and what changed in its facts. The texts of the paper (its abstract, its availability statements) are not part of it; versions that changed only those are not listed.

Version 1, 29 September 2026: the first record

Recorded: type, language, journal, volume, pages, dates, 3 authors, 1 keyword, 5 MeSH terms, 43 references.

Cite

This paper

Pilipenko, A., McGowan, A., & Samaha, J. (2026). Alpha-band phase modulates perceptual sensitivity by changing internal noise and sensory tuning. eLife, 15, RP110000. https://doi.org/10.7554/elife.110000

BibTeX

@article{pilipenko2026alpha,
author = {Pilipenko, April and McGowan, Alexandra and Samaha, Jason},
title = {{Alpha-band phase modulates perceptual sensitivity by changing internal noise and sensory tuning}},
journal = {eLife},
year = {2026},
month = apr,
volume = {15},
pages = {RP110000},
publisher = {eLife Sciences Publications, Ltd},
issn = {2050-084X},
doi = {10.7554/elife.110000},
url = {https://doi.org/10.7554/elife.110000},
pmid = {42008355},
pmcid = {PMC13095207}
}

RIS

TY - JOUR
AU - Pilipenko, April
AU - McGowan, Alexandra
AU - Samaha, Jason
TI - Alpha-band phase modulates perceptual sensitivity by changing internal noise and sensory tuning
T2 - eLife
J2 - eLife
PY - 2026
DA - 2026/04/20
VL - 15
SP - RP110000
SN - 2050-084X
PB - eLife Sciences Publications, Ltd
DO - 10.7554/elife.110000
UR - https://doi.org/10.7554/elife.110000
LA - en
ER -

CSL-JSON

{
"id": "10.7554/elife.110000",
"type": "article-journal",
"title": "Alpha-band phase modulates perceptual sensitivity by changing internal noise and sensory tuning",
"container-title": "eLife",
"author": [
{
"family": "Pilipenko",
"given": "April"
},
{
"family": "McGowan",
"given": "Alexandra"
},
{
"family": "Samaha",
"given": "Jason"
}
],
"container-title-short": "eLife",
"volume": "15",
"page": "RP110000",
"DOI": "10.7554/elife.110000",
"PMID": "42008355",
"PMCID": "PMC13095207",
"ISSN": "2050-084X",
"publisher": "eLife Sciences Publications, Ltd",
"URL": "https://doi.org/10.7554/elife.110000",
"language": "en",
"issued": {
"date-parts": [
[
2026,
4,
20
]
]
}
}

The tracing map gets a citation of its own once an author has validated it and it has a DOI.

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