Materials and methods
Participants
A total of 42 cognitively unimpaired older adults were included in this study, corresponding to part of
the baseline data of the Age -Well randomized controlled clinical trial (RCT) of the Medit -Ageing
European Project (Poisnel et al., 2018) sponsored by the French National Institute of Health and
Medical Research ( INSERM) (Figure 1). Participants’ demographical variables, sleep parameters and
rsFC measures are provided in Table 1 and supplementary Table S1. The study included community-
dwelling individuals aged over 65 years, with normal cognitive performance based on standardized
cognitive tests. Participants were native French speakers, retired for at least one year, with a minimum
of 7 years of education. Exclusion criteria encompassed safety concerns with MRI or PET, major
neurological or psychiatric disorders (i ncluding substance abuse), history of cerebrovascular disease,
chronic illness, acute instability, and medication affecting cognitive functions. Participants underwent
an assessment that included a comprehensive neuropsychological evaluation, in-home
polysomnography (PSG), structural and functional MRI , all these data being collected within a
maximum period of 3 months (Figure 2A). Participants provided their written informed consent prior
to the examinations. The Age-Well RCT received approval from the ethics committee (CPP Nord-Ouest
III, Caen; trial registration number: EudraCT: 2016 -002441-36; IDRCB: 2016 -A01767-44;
ClinicalTrials.gov Identifier: NT02977819).
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Figure 1. Flow diagram of the inclusion process.
Table 1. Participants’ characteristics (n = 42).
Demographic
Age (years) 68.82 ± 3.03 [65:77]
Sex ratio (F/M) 28/14
Education (years) 12.98 ± 3.14 [7:20]
Mini-Mental State Examination (/30) 29.26 ± 0.83 [27:30]
Sleep
Total sleep time (TST; min) 361.13 ± 67.66 [227:493.5]
Sleep onset latency (min) 21.85 ± 15.31 [2:64.5]
Wake after sleep onset (min) 86.74 ± 47.38 [13.5:230]
Sleep efficiency (%) 76.90 ± 16.44 [52.5:91]
NREM-1 sleep (% of TST) 11.02 ± 4.00 [4.7:21.9]
NREM-2 sleep (% of TST) 48.69 ± 7.58 [29.7:63.5]
NREM-3 sleep (% of TST) 20.14 ± 8.65 [1.9:48.1]
REM sleep (% of TST) 20.15 ± 5.12 [5.1:33.3]
Apnea-Hypopnea Index (number of events/hour) 18.72 ± 6.92 [4:29.9]
Mean number of fast spindles per train 3.08 ± 0.31 [2.60:3.85]
Continuous variables are indicated as follows: mean ± SD [min, max]; TST: Total Sleep Time.
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Visuo-spatial memory task
Participants performed a computerized visuospatial object -location task adapted from Rasch et al.
(2007) and known to be hippocampus-dependent and reinforced by sleep (Rasch et al., 2007). This task
was fully described in Champetier et al. (2023). Briefly, participants were invited to learn, in the late
afternoon, the locations o f 1 2 card pairs on a computer screen until reaching a criterion of 6 6.7%
correct responses (Figure 2B). At retrieval testing after a night of sleep recorded with in-home PSG,
memory of the card locations was assessed using a single trial.
Overnight memory consolidation was calculated as follows: [(recall score – learning score) / learning
score] x 100. Of note, 11 participants did not reach the learning criterion and were excluded from the
analyses. Sixty participants did not perform the task due to a late implementation in the protocol or
time constraints. To ensure a minimum level of practice and repetition during the learning phase,
participants who reached the learning criterion in less than 3 trials were also removed (n = 5).
Polysomnography recording
PSG was performed in-home using a portable recording device (Siesta®, Compumedics, Australia). All
the participants included in the analyses underwent a habituation night one week before the
experimental night . The PSG montage included an e lectroencephalogram (EEG), electrooculogram
(EOG), electrocardiogram (ECG), and chin electromyogram (EMG) . R espiratory movements, airflow
and oxygen saturation were also recorded to score respiratory events . For the EEG recording, 20
electrodes were placed over the scalp in line with the international 10-20 system (Fp1, Fp2, F3, F4, F7,
F8, FZ, C3, C4, CZ, T3, T4, P3, P4, PZ, O1, O2, vertex ground and bi-mastoid reference), with impedances
kept below 5 kΩ. The EEG signal was digitalized at 256 Hz, high -pass at 0.3 Hz and low -pass filters at
35 Hz were applied. Recordings were visually scored in 30 -second epochs following the international
scoring rules of the American Academy of Sleep Medicine. Sleep apnea was characterized as a
reduction in airflow 90% for at least 10 seconds. Sleep hypopnea was defined as a reduction in airflow
30% lasting ≥ 10 seconds, associated with an arousal or a 3% oxygen desaturation. Eight
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participants had an apnea-hypopnea index (AHI, the sum of apneas and hypopneas per hour of sleep)
≥ 30 events/h, indicating severe obstructive sleep apnea ( OSA), and one with missing AHI data were
removed from the analyses.
The method used for fast spindle detection and train identification was described in Champetier et al.,
2023. Briefly, fast spindles were automatically detected in artifact-free N2-N3 epochs using a subject-
specific frequency band. First, for each subject, individual frequency peak in the fast spindle range was
visually identified on centroparietal channels and considered as the fast spindle center frequency
(mean ± SD = 13.66 ± 0.05 Hz) . Then, the EEG signal was filtered with a band -pass width of 2 Hz
centered on the fast spindle center frequency. A fast spindle was detected when the smoothed root
mean square signal exceeded an individual threshold of 1.5 standard deviations of the filtered signal
for 0.5-2 seconds. Fast spindles were excluded when amplitude exceeded 120 µV.
Spindle trains were calculated on each channel separately and consisted of at least two fast spindles
interspaced by less than 6 seconds. The number of fast spindles per train, also referred as length of
spindle trains, was calculated separately on C3 and C4 and then averaged for each participant.
Neuroimaging acquisition
Neuroimaging data were collected on average 2 weeks prior to the habituation night (mean ± SD = 20
± 14 days). Imaging data were collected using a Philips Achieva 3T Philips (Eindhoven, The Netherlands)
scanner at the Cyceron Center (Caen, France). Different MRI sequences were used for the current
study: high-resolution T1 -weighted structural images were collected (3D-T1-FFE sagittal; repetition
time = 7.1 ms; echo time = 3.3 ms; flip angle = 6°; 180 slices with no gap; slice thickness = 1 mm; field
of view = 256x256 mm 2; in plane resolution = 1x1 mm 2). Then, resting-state functional volumes were
obtained (2D-T2*-FFE-EPI axial, SENSE = 2.5; Time Repetition = 2400 ms; Time Echo = 30 ms; flip angle
= 85°; 44 slices with no gap; slice thickness = 2.8 mm; field of view = 200x200 mm2; in-plane resolution
= 2.5x2.5 mm 2; 200 volumes). Participants were equipped with earplu gs and their heads were
stabilized with foam pads to minimize head motion. During the 8 -min resting -state acquisition,
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participants were instructed to keep their eyes closed, let their mind wander and not fall asleep.
Alertness during the scan was confirmed by post-scan debriefing.
Figure 2. Study design and memory task.
(A) Experimental procedure. Resting-state functional data were collected on average 2 weeks prior to
the habituation night (resting-state functional data acquisiti on – habituation night [range: -23 to 62
days]). Participants underwent an adaptation night to familiarize them with the sleep recording
equipment approximately one week before the experimental night. The memory task consisted of a
learning phase and cued recall with feedback on Day 1 and a cued recall on Day 2. Sleep was monitored
using in-home polysomnography on post-learning night. (B) Object-location memory task: (a) During
the learning phase, participants were exposed to each pair of cards as follows: the first card of each
pair was presented for one second, then both cards were displayed simultaneously for three seconds.
The 12 card-pairs were presented twice in the same order, with a three-second inter-stimulus interval
between each pair. These two runs were followed by a cued recall procedure (b) in which the first card
of each pair was presented and participants were asked to use a computer mouse to indicate the
location of the second card. Regardless of whether the answer was correct or not, a visua l feedback
was provided by displaying the second card in the correct location for two seconds. The cued recall
procedure continued until participants reached a criterion of 66.7% correct responses in a trial (i.e. 8
card pairs correctly located). The last score obtained was defined as the learning score. This learning
phase was performed in the late afternoon before the polysomnography night. (c) Memory recall was
assessed after a night of sleep following the same procedure as on Day 1, but with a single trial without
feedback.
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Pre-processing resting-state fMRI data
Data were pre -processed using SPM12 toolbox (Wellcome Trust Centre for Neuroimaging,
https://www.fil.ion.ucl.ac.uk/spm/software/spm12/) implemented in MATLAB R2018b. Rs -fMRI data
were checked for motion artefacts or for abnormal variance distribution u sing the TSDiffAna routine
(https://imaging.mrc-cbu.cam.ac.uk/imaging/DataDiagnostics). One participant showing significant
movement (> 3mm translating or 2° rotating) was excluded for further analysis. All EPI volumes were
slice timing corrected, realigned to the first volume and a data denoising process was conducted.
Initially, an individual independent component analysis (ICA) was performed on each participant’s
functional MRI FSL's MELODIC (Multivariate Exploratory Linear Decomposition into Independent
Components). This process decomposed the fMRI data into 50 spatially independent components per
participant. Each component was visually examined, and those showing stripes alternating along the
z-axis were identified as noise. Subsequently, these noise components were removed from the data
using fsl_regfilt command by regressing out their time courses from the fMRI data. All data were
normalized within the native space to correct for distortion effects (Villain et al., 2010) . Then, fMRI
data were co -registered to the T1 -weighted MRI images, normalized to the MNI 1.5 mm space by
applying the normalization parameters derived from the segmented T1 images, and smoothed with a
4-mm full-width at half-maximum Gaussian kernel. Finally, a temporal band -pass filter between 0.01
and 0.08 Hz and a mask including only gray matter voxels were applied to the images.
Parcellations selection
The cortical and hippocampal surface of each participant was parcellated using a combination of the
Schaefer cortical (Schaefer et al., 2018) and the Melbourne subcortical (Tian et al., 2020) atlases, which
are both based on rsFC data. These atlases provide a fine topographic organization of human cortical
and subcortical areas, and have been used in studies investigating rsFC (Deleglise et al., 2023; Wu et
al., 2022). The cortical structure was divided into 100 anatomical ROIs using the 100 -parcel Schaefer
atlas. Each ROI was assigned to one of the 7 putative networks including the dorsal attention,
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salience/ventral attention, limbic, frontoparietal control, default mode, visual, sensorimotor networks
(Schaefer et al., 2018) . Additionally, the “hippocampal network” included the left and right
anterior/posterior hippocampal regions from the 32-parcel Melbourne Atlas. The combination of the
Schaefer and Melbourne parcellations resulted in 104 ROIs assigned to one of 8 networks (Figure 3A).
After a co-registration of the atlases to the 1.5 mm fMRI data space, Pearson’s correlations between
each pair of ROIs time series were extracted using the Brainnetome fMRI Toolkit (https://sphinx-doc-
brant.readthedocs.io/en/latest/index.html, Xu et al., 2018 ). Then, the 104 x 104 ROI -to-ROI
connectivity matrices generated for each participant were converted to normalized z -scores using
Fisher transformation.
Functional connectivity matrices threshold
Following a Fisher's z transformation of FC matr ices, the diagonal and all negative weights of the
connectivity matrix were adjusted to zero. Negative weights are usually removed in the matrix (Chan
et al., 2014) due to the ambiguity of t he meaning and interpretation of negative correlations A
proportional threshold was applied to the connection matrices to include 10 to 25% of the strongest
connections (incremented by 5; Figure 3B), as in previous studies (Cohen & D’Esposito, 2016; Luppi et
al., 2019) . Matrix thresholding is recommended when using graph theory approaches to improve
robustness and avoid false positive connections (Zalesky et al., 2016).
Graph analyses
Whole-brain, network and hippocampal FC were extracted using the Brain Connectivity Toolbox (see
Supplementary methods for details, and Figure 3C). Whole-brain measures included global efficiency,
which quantifies the efficiency of information transfer across the whole-brain, and modularity, which
indicates t he balance between functional connectivity within - and between -networks across the
whole-brain. For network measures, the participation coefficient indicates the degree of between -
network FC (integration) and the within -module degree quantifies the degree of within-network FC
(segregation). Hippocampal measures included hippocampal strength which quantifies the centrality
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of the anterior/posterior hippocampal subregion based on the strength of connectivity between the
anterior/posterior hippocampus and all other ROIs in the whole-brain and clustering coefficient, which
indicates the extent to which the interconnection of the anterior/posterior hippocampal with its
neighbors forms a cluster.
Figure 3. Overview of functional connectivity analyses applied to resting-state functional MRI data.
(A) Brain parcellation of Schaefer atlas and hippocampal subregions from the Melbourne atlas. BOLD
time-course were averaged wit hin each ROI. (B) The Pearson’s correlation (Fisher's r -to-z
transformation) was used to assess functional connectivity between each pair of ROIs. A proportional
threshold of 10% to 25% (incremented by 5) of the strongest connections was applied to the
connectivity matrices. ( C) Summary of graph measures. Whole -brain measures included global
efficiency, which quantifies the efficiency of information transfer across the whole -brain, and
modularity, which indicates the balance between functional connectivity within- and between -
networks across the whole -brain. For network measures, the participation coefficient indicates the
degree of between-network FC (integration) and the within -module degree quantifies the degree of
within-network FC (segregation). Hippocampal measures included the hippocampal strength which
quantifies the centrality of the hippocampus based on the strength of connectivity between the
hippocampus and all other ROIs in the whole-brain. We also computed the clustering coefficient, which
indicates the extent to which the interconnection of the hippocampus with its neighbors forms a
cluster.
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Statistical analyses
Statistical analyses were conducted with the R statistical software package (version 4.1.1). The
assumptions for linear regression were tested, with 99% meeting normality and 97.5% meeting
homoscedasticity. Parametric tests were used as the sample size (n = 42) satisfied the central limit
theorem. Associations between overnight memory consolidation and rsFC were examined using
multiple linear regression includ ing whole-brain measures, Schaefer's Atlas network measures (7
networks), and anterior and posterior hippocampal ROIs measures. Memory consolidation was treated
as the dependent variable, and graph measures as the independent variables. Age, sex, education and
AHI were included as covariates of no interest. For significant associations found with network
integration measures, network segregation (m odularity (Q)) was included as a covariate in the
statistical models, given the strong association between increasing integration and decreasing network
segregation that has been observed in aging (Chan et al., 2014). To confirm these results, the analyses
were also performed using an alternative measure of system segregation implemented by Chan et al.,
2014. This measure was calculated as the difference between mean within -network FC and mea n
between-network FC divided by mean within -network FC (Chan et al., 2014) . To investigate the
statistical associations between graph measures and memory consolidation, a series of
complementary analyses were conducted to verify that the variables of the statistical model were not
associated with other graph measures and that graph measures were not associated with each other
(see Supplementary methods and results and Tables S2 and S3). Then, for any significant association
between memory consolidation and rsFC, we also examined the possible interaction effect of the mean
number of fast spindls per train. These analyses were repeated for graph measures derived from the
unthresholded and proportional thresholded matrices. Results were reported at the 15% threshold as
it represented the lowest threshold at which all findings were consistent, ensuring a robust and
coherent basis for our analysis while capturing higher specificity (Zalesky et al., 2016). All p-values were
FDR-corrected to control for Type I errors due to multiple comparisons (Benjamini & Hochberg, 1995).
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Supplementary Material
Table S1. Resting-state functional connectivity characteristics.
Graph measure Mean ± SD [Min:Max]
Whole-brain measures
Global efficiency 0.45 ± 0.08 [0.27:0.64]
Modularity (Q) 0.35 ± 0.12 [0.12:0.53]
Network measure: participation coefficient
Dorsal attentional network 0.68 ± 0.12 [0:0.81]
Salience/ventral network 0.63 ± 0.19 [0:0.79]
Limbic network 0.71 ± 0.21 [0:0.85]
Frontoparietal network 0.58 ± 0.18 [0:0.77]
Default mode network 0.48 ± 0.23 [0:0.73]
Network measure: within-module degree z-score
Dorsal attentional network 0.08 ± 0.31 [-0.88:0.63]
Salience/ventral network -0.04 ± 0.28 [-0.75:0.48]
Limbic network 0.10 ± 0.37 [-0.73:0.56]
Frontoparietal network -0.19 ± 0.27 [-0.59:0.46]
Default mode network -0.17 ± 0.23 [-0.68:0.32]
Hippocampal measure: hippocampal strength
Anterior hippocampus 15.90 ± 13.40 [0:56.5]
Posterior hippocampus 11.10 ± 9.60 [0:38.9]
Hippocampal measure: clustering coefficient
Anterior hippocampus 0.35 ± 0.18 [0:0.66]
Posterior hippocampus 0.28 ± 0.19 [0:0.66]
Data were obtained in 42 healthy older adults. Resting-state functional connectivity measures
reported here were extracted at proportional threshold 15%. SD: Standard Deviation; Max: Maximum;
Min: Minimum.
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Supplementary methods: graph analyses
Brain-network analyses were performed using functions implemented in the MATLAB -based Brain
Connectivity Toolbox (Rubinov & Sporns, 2010) . Whole-brain, network and ROI measures that were
extracted are represented in Figure 3C.
Whole-brain measures
Global efficiency and modularity (Q) measures were calculated to assess whole-brain integration and
segregation, respectively.
Global efficiency is a measure of the integration of information between brain regions, quantifying the
quality of information exchange across the brain. This measure was computed as the average length
of the shortest inverse path between all nodes in the graph. An efficient system is characterized by
short distances, with a small number of ROIs through which the information should pass to reach
another ROI. A high global efficiency measure indicates a high degree of integrated and effective
information transfer across the whole-brain (Rubinov & Sporns, 2010). The global efficiency metric of
a graph G was defined as follows:
𝐸𝑔𝑙𝑜𝑏𝑎𝑙 = 1
𝑁(𝑁 − 1) ∑ 1
𝑑𝑖𝑗𝑖≠𝑗∈𝐺
where N is the number of ROIs in the graph and dij is the shortest path length between two ROIs i and
j, N is the number of ROIs in the whole-brain.
The modularity statistic Q is a measure of segregation that indicates the balance between FC within -
and between-networks across the whole-brain (Newman, 2006). Brain modularity (Q) was estimated
based on the predefined networks using the Louvain algorithm (Blondel et al., 2008).
𝑄 = 1
2𝑚 ∑ [𝐴𝑖𝑗 − 𝑘𝑖𝑘𝑗
2𝑚 ]𝛿(𝑐𝑖, 𝑐𝑗)
𝑖,𝑗∈𝐺
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where Aij represents the weight of the connection between i and j, ki = ∑𝐴𝑖𝑗𝑗 is the sum of the weights
of all connections attached to ROI i, ci is the predefined network to which ROI i is assigned, the δ
function δ(ci, c j) equal 1 if i and j belong to the same predefined network and 0 otherwise and m =
1
2 ∑ 𝐴𝑖𝑗𝑖𝑗 . High segregation between networks is associated with high modularity (Q) value, while low
modularity (Q) value indicates low segregation.
Network measures
The participation coefficient and the within -module degree were calculated to characterize the
network integration and segregation of the networks, respectively (Guimerà & Nunes Amaral, 2005;
Rubinov & Sporns, 2010).
The participation coefficient (measure of integration or between-networks connectivity) quantifies the
degree of connection of a ROI with ROIs assigned to other networks (Guimerà & Nunes Amaral, 2005).
A high participation coefficient indicates that a ROI is strongly integrated across multiple distinct
networks.
𝑃𝑖 = 1 − ∑ (𝐾𝑖𝑠
𝑘𝑖
)
2𝑀
𝑠=1
where kis is the connectivity weight between ROI i and other ROIs in network s, ki is the weight of all
its connections and M is the number of networks in the whole-brain.
The within-module degree z-score (measure of segregation or within-network connectivity) indicates
the strength of a ROI connectivity with the other ROIs in its network (Guimerà & Nunes Amaral, 2005).
𝑧𝑖 = 𝑘𝑖 − 𝑘̅𝑠𝑖
𝜎𝑘𝑠𝑖
where ki is the connectivity weight between ROI i and other ROIs in network s, 𝑘̅𝑠𝑖 is the average of k
over all of the ROIs in si, and 𝜎𝑘𝑠𝑖 is the standard deviation of k in si, zi is called z-score.
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To obtain a unique measure of integration and segregation per network, the median of the ROIs within
each network was calculated for the measures of participation coefficient and within-module degree.
As the average within -module degree is always equal to 0 for each network, the median allows an
assessment of the degree of integration and segregation of networks
Hippocampal measures
To estimate the centrality of the anterior and posterior hippocampus in the whole-brain, two measures
of FC were calculated: hippocampal strength and clustering coefficient. The hippocampal strength
measure quantifies the centrality of the hippocampus based on the strength of connectivity between
the hippocampus and all other ROIs in the whole -brain. The hippocampal strength was computed as
the sum of weighted connections of a ROI (Rubinov & Sporns, 2010).
The clustering coefficient is defined as a measure of segregation that represents the extent to which
the interconnection of the hippocampus with its neighbor forms a cluster (Rubinov & Sporns, 2010).
The weighted clustering coefficient Ci of the hippocampus i was calculated as:
𝑐𝑖 = 1
𝑘𝑖(𝑘𝑖 − 1) ∑ (𝑤𝑖𝑗𝑤𝑖ℎ𝑤𝑗ℎ)1/3
𝑗,ℎ∈𝑁
where wij, wih, and wjh are the connectivity weight between ROIs i and j, i and h, and j and h,
respectively, ki is the number of connections of the hippocampus i and N is the set of all ROIs in the
whole-brain.