Spontaneous Modulation of Alpha Power During a Neurofeedback Session Without Instructions.
The 10 matches
- [1] § Method › EEG Offline Processing ↔ EEG analysis scripts/INF_5pwr.m, lines 1–26 · score 0.90 · pspectrum function, frequency resolution, 12–15 Hz, 15–30 Hz, beta frequency bands, 8–12 Hz
- [2] § Method › EEG Offline Processing ↔ EEG analysis scripts/INF_1data_filter.m, lines 1–25 · score 0.83 · zero phase filtering, notch filter, high pass filter, IIR, Butterworth, filtfilt
- [3] § Method › EEG Offline Processing ↔ EEG analysis scripts/INF_5pwr.m, lines 1–26 · score 0.82 · extract spectral power, 12–15 Hz, 15–30 Hz, 8–12 Hz, zero, 4–8 Hz
- [4] § Method › Statistical Analyses and Hypotheses Testing ↔ statistical analyses/BFsynth.R, lines 1–49 · score 0.77 · multilevel modeling, full model, Offline alpha, brms, syntax, Bayesian
- [5] § Method › Statistical Analyses and Hypotheses Testing ↔ statistical analyses/BFsynth_trials_only.R, lines 1–40 · score 0.71 · multilevel modeling, full model, brms, syntax, Bayesian, variables
- [6] § Method › EEG Online Processing ↔ EEG analysis scripts/INF_1data_filter.m, lines 1–25 · score 0.65 · zero phase filtering, IIR, Butterworth, filtfilt, Matlab, window
- [7] § Method › Material and Feedback Implementation ↔ material/INF_generate_cond_order_partialLS.m, lines 1–16 · score 0.59 · Latin square design, counterbalance, Matlab
- [8] § Results › No Effect of the Continuous Update of Feedback, nor of the Frequency and of the Source of Feedback Update ↔ statistical analyses/mainplots.R, lines 533–603 · score 0.52 · confidence intervals, Offline alpha, Online alpha, feedback update, 15 Hz, beta
- [9] § Results › Alpha Increase Is Maintained Throughout the Session no Matter the Source of Feedback Update ↔ statistical analyses/mainplots.R, lines 533–603 · score 0.52 · confidence intervals, Offline alpha, Online alpha, feedback update, 15 Hz, beta
- [10] § Method › EEG Recording ↔ EEG analysis scripts/INF_2filt2EEGLAB.m, lines 1–16 · score 0.51 · Matlab R2023a, electrodes positioned, matrixes, EEG
Paper
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The authors' code
MATLAB · 163 lines · 4.7 KB · no license · 2 matches
- %% INF_5pwr.m
- % This script executes a spectral analysis on data previously filtered and
- % corrected for eye and clearly identified muscular artifacts. The aim is
- % to extract the spectral power of theta (4-8 Hz), alpha (8-12 Hz), SMR
- % (12-15 Hz), and high-beta (15-30 Hz) frequency-bands, for each trial and
- % participants.
- % The script is composed of the following steps:
- % 1. Load multidimensional input matrix
- % 2. Execute power analysis on each trial and participant
- % 3. Extract spectral power of theta, alpha and beta frequency-bands
- % 4. Store all data in a new multidimensional matrix (add a new
- % dimension)
- % 5. Save results
- % 6. Display graphs for visualization
- % NB: Each signal of interest has 15000 samples digitalized at 250 Hz,
- % lasting 60 secondes. The frequency resolution of spectral analyses
- % for the 'pspectrum' function is obtained by dividing the half of
- % frequency sample by 4096, i.e., 125/4096 (~0.0305).
- % Function zero-pad inputs to reach this frequency resolution.
- %----------- XXXXXX, last update on November 27th, 2024 ------------------
- % This script has been written on MATLAB R2023a on WINDOWS 10.
- clear;clc; close all force;
- %% Set parameters and load input data
- %-- Electrods column codes
- Fz = 1;
- Cz = 2;
- Pz = 3;
- %-- Nb of participant
- n = 32;
- %-- Nb of conditions
- nc = 4;
- %-- Nb of trials
- nt = 8;
- %-- Nb of frequency-bands of interest
- band = 3;
- %-- Load input data (MODIFY the XXXX part)
- load("XXXX\data\EEG processed\data_3ICrm.mat"); input = data;clear data;
- % Dimensions:
- % 1. Data samples
- % 2. Trials
- % 3. Conditions
- % 4. Electrods
- % 5. Subjects
- %-- Frequency sample
- fs = 250;
- %% Execute spectral analysis
- %-- Initiate matrix
- data = zeros(4096,nt,nc,Pz,n);
- %-- Use pspectrum function and convert results in dB
- % Participant level for loop
- for i = 1:n
- % Electrod level for loop
- for j = Fz:Pz
- % Condition level for loop
- for k = 1:nc
- [p,f] = pspectrum(input(:,:,k,j,i),fs);
- p = 10*log10(p);
- %-- Transfer absolute power data into corresponding matrix
- data(:,:,k,j,i) = p;
- end
- end
- end
- %-- Save results (MODIFY the XXXX part)
- save("XXXX\data\EEG processed\data_4spec.mat","data")
- save("XXXX\data\EEG processed\data_4spec_f.mat","f")
- %% Extract bands power values
- %-- Extract the corresponding power values index for each frequency band of interest
- i_theta = find((4 < f) & (f < 8));
- i_alpha = find((8 < f) & (f < 12));
- i_beta = find((12 < f) & (f < 30));
- i_smr = find((12 < f) & (f < 15));
- i_hbeta = find((15 < f) & (f < 30));
- %-- Initiate multidim matrixes
- % Dims:
- % 1. Band power estimates
- % 2. Trials
- % 3. Conditions
- % 4. Electrods
- % 5. Subjects
- the = zeros(length(i_theta),nt,nc,Pz,n);
- alp = zeros(length(i_alpha),nt,nc,Pz,n);
- bet = zeros(length(i_beta),nt,nc,Pz,n);
- smr = zeros(length(i_smr),nt,nc,Pz,n);
- hbet = zeros(length(i_hbeta),nt,nc,Pz,n);
- %-- Extract bands power values
- % Theta band loop
- for i = 1:length(i_theta)
- the(i,:,:,:,:) = data(i_theta(i),:,:,:,:);
- end
- % Alpha band loop
- for i = 1:length(i_alpha)
- alp(i,:,:,:,:) = data(i_alpha(i),:,:,:,:);
- end
- % Beta1 band loop
- for i = 1:length(i_beta)
- bet(i,:,:,:,:) = data(i_beta(i),:,:,:,:);
- end
- % SMR loop
- for i = 1:length(i_smr)
- smr(i,:,:,:,:) = data(i_smr(i),:,:,:,:);
- end
- % High Beta band loop
- for i = 1:length(i_hbeta)
- hbet(i,:,:,:,:) = data(i_hbeta(i),:,:,:,:);
- end
- %-- Save results (MODIFY the XXXX part)
- % save("XXXX\data\EEG processed\data_4bthe.mat","the")
- % save("XXXX\data\EEG processed\data_4balp.mat","alp")
- % save("XXXX\data\EEG processed\data_4bbet.mat","bet")
- % save("XXXX\data\EEG processed\data_4bsmr.mat","smr")
- % save("XXXX\data\EEG processed\data_4bhbet.mat","hbet")
- %% Obtain an average band power by subject
- % The aim is to get a final data matrix following the dimensions:
- % 1. 32 Subjects
- % 2. 8 Trials
- % 3. 4 Conditions
- % 4. 3 Electrods
- % 5. 5 Bands
- %-- Initiate matrix
- data = zeros(n,nt,nc,Pz,band);
- %-- Average each band power estimates by subject
- mthe = mean(the,1);
- malp = mean(alp,1);
- mbet = mean(bet,1);
- msmr = mean(smr,1);
- mhbet = mean(hbet,1);
- %-- Store results in one matrix
- for i = 1:n
- data(i,:,:,:,1) = mthe(:,:,:,:,i);
- data(i,:,:,:,2) = malp(:,:,:,:,i);
- data(i,:,:,:,3) = mbet(:,:,:,:,i);
- data(i,:,:,:,4) = msmr(:,:,:,:,i);
- data(i,:,:,:,5) = mhbet(:,:,:,:,i);
- end
- %-- Save results (MODIFY the XXXX part)
- save("XXXX\data\EEG processed\data_5mpwr.mat","data")
INF_5pwr.m, no license · at the source
Overview
- Aix Marseille Univ, CNRS CRPN Marseille France
- Institute Neuro‐Marseille Aix Marseille Univ Marseille France
- Institute of Language, Communication and the Brain Aix Marseille Univ Marseille France
- PSYCLE Aix Marseille Univ Marseille France
Abstract
Electroencephalographic neurofeedback (EEG‐NF) enables individuals to self‐regulate specific EEG features with real‐time sensory feedback. Despite clinical and cognitive‐enhancement applications, the mechanisms underlying the EEG modulation remain poorly understood. Particularly, alpha activity (8–12 Hz) upregulation may occur independently of the participants' volitional control. We previously reported spontaneous increases in alpha power during a passive neurofeedback‐like task using pre‐recorded EEG feedback. In the present study, we replicated this protocol while implementing an EEG‐NF procedure using real‐time alpha power. Thirty‐two healthy adults observed a gray circle whose size was either fixed (control) or continuously updated at 1, 5 or 10 Hz (experimental conditions). Importantly, participants were not informed of the nature of the feedback and received no instructions for self‐regulation. We evaluated the effects of (i) trial repetition, (ii) the presence (control vs. experimental conditions), (iii) the frequency (1, 5 or 10 Hz) and (iv) the source (online vs. offline alpha) of feedback update on EEG features classically targeted by EEG‐NF. Importantly, we observed robust increases in alpha power over time independently of the presence, frequency and source of feedback update. The presence, frequency and source of feedback update did not influence the EEG features considered. These findings suggest that alpha EEG‐NF upregulation may arise from spontaneous dynamics, such as time‐on‐task effects, rather than the hypothesized self‐regulation mechanism. The assumption that observed alpha increases reflect successful neurofeedback learning is thus called into question. More broadly, the present study highlights the importance of including control conditions and accounting for non‐specific effects when evaluating EEG‐NF outcomes.
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 10 matches between paragraphs and lines of code.
OSF yp8fw
Availability: 1 check, the latest on 30 September 2026: the link answers (HTTP 200)
- 30 September 2026: the link answers (HTTP 200)
20 files
- EEG analysis scripts/
INF_1data_filter.m , MATLAB, 205 lines, 2 matches - EEG analysis scripts/
INF_2filt2EEGLAB.m , MATLAB, 84 lines, 1 match - EEG analysis scripts/
INF_3runICA.m , MATLAB, 179 lines - EEG analysis scripts/
INF_4ICAtoMAT.m , MATLAB, 141 lines - EEG analysis scripts/
INF_5pwr.m , MATLAB, 163 lines, 2 matches - EEG analysis scripts/
INF_6zscore.m , MATLAB, 35 lines - EEG analysis scripts/
INF_7ZtoR.m , MATLAB, 250 lines - EEG analysis scripts/
INF_7toR.m , MATLAB, 250 lines - EEG analysis scripts/
INF_trials_only.m , MATLAB, 145 lines - material/
INF_circle_and_EEG.m , MATLAB, 522 lines - material/
INF_execute.m , MATLAB, 120 lines - material/
INF_generate_cond_order_ , MATLAB, 74 lines, 1 matchpartialLS.m - material/
INF_onesteponline.m , MATLAB, 101 lines - material/
INF_set_EEG_recording_pa , MATLAB, 107 linesrams.m - statistical analyses/
BFsynth.R , R, 202 lines, 1 match - statistical analyses/
BFsynth_trials_only.R , R, 171 lines, 1 match - statistical analyses/
ensure_package.R , R, 10 lines - statistical analyses/
execute_stats.R , R, 383 lines - statistical analyses/
execute_stats_trials_onl , R, 343 linesy.R - statistical analyses/
mainplots.R , R, 707 lines, 2 matches
The paper's code and data availability statement is in the Data section.
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Data
No dataset and no data link were found in the paper.
Data Availability Statement
All materials, data, and analysis codes are available via the Open Science Framework: https://
Reproduced under the paper's license (CC BY), from the paper cited above.
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Version 1, 30 September 2026: the first record
Recorded: type, language, journal, volume, issue, pages, dates, 4 authors, 5 keywords, 8 MeSH terms, 3 funders, 112 references.
Cite
This paper
Maaz, J., Paban, V., Waroquier, L., & Rey, A. (2026). Spontaneous Modulation of Alpha Power During a Neurofeedback Session Without Instructions. Psychophysiology, 63(3), e70285. https://
BibTeX
@article{maaz2026spontan
author = {Maaz, Jacob and Paban, Véronique and Waroquier, Laurent and Rey, Arnaud},
title = {{Spontaneous Modulation of Alpha Power During a Neurofeedback Session Without Instructions}},
journal = {Psychophysiology},
year = {2026},
month = mar,
volume = {63},
number = {3},
pages = {e70285},
publisher = {Wiley},
issn = {0048-5772},
doi = {10.1111/
url = {https://
pmid = {41874341},
pmcid = {PMC13011910}
}
RIS
TY - JOUR
AU - Maaz, Jacob
AU - Paban, Véronique
AU - Waroquier, Laurent
AU - Rey, Arnaud
TI - Spontaneous Modulation of Alpha Power During a Neurofeedback Session Without Instructions
T2 - Psychophysiology
J2 - Psychophysiology
PY - 2026
DA - 2026/
VL - 63
IS - 3
SP - e70285
SN - 0048-5772
PB - Wiley
DO - 10.1111/
UR - https://
LA - en
ER -
CSL-JSON
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