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Typical K-complex with subsequent sleep spindle.  

Typical K-complex with subsequent sleep spindle.  

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Question of the study On the basis of polysomnographic laboratory and field studies, the DLR Institute of Aerospace Medicine has developed a concept to protect against adverse effects of nocturnal aircraft noise at Airport Leipzig/Halle, which will be extended to a freight hub. We investigated whether or not the expected high traffic densities duri...

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... amount of delta waves showing amplitudes of at least 75 lV and a frequency of 2 Hz or less, the so-called slow waves, is the main criterion for scoring sleep stages 3 (20-50 % slow waves) and 4 (at least 50 % slow waves) according to R&K. As R&K suggested, slow waves should be measured 'wave by wave' ( figure A3). ...

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... Amplitudes between 1 and 100 µV are considered to be 'normal' while certain other patterns of either healthy or pathological origin (e.g. bursts (during burst-suppression), encephalopathy, K-complex, hypsarrhythmia) can reach amplitudes of over 100-200 µV (Teplan 2002, Rodenbeck et al 2006, Mytinger et al 2015, Hirsch et al 2021. A patient with a high EEG amplitude (e.g. 100 µV) is more likely to suffer from cropping than a patient with a low EEG amplitude (e.g. 25 µV) when the display settings are the same. ...
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... The recorded EEG signals are classified by varying proportions of spectral bands of electrical activity from the brain. Typical EEG bands and their respective frequency boundaries [gamma , beta (13)(14)(15)(16)(17)(18)(19)(20)(21)(22)(23)(24)(25)(26)(27)(28)(29)(30), alpha (8)(9)(10)(11)(12)(13), theta (4-7 Hz), and delta (0.1 < 4 Hz)] allow researchers to characterize detailed sleep architecture (16,17). ...
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... Before running the independent component analysis for the correction of eye-movement artefacts, the EEG data were downsampled to 500 Hz. Lastly, the data were visually screened and sleep elements (sleep-spindles and K-complexes, as defined by Rodenbeck et al. (2006)) were marked. ...
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... The raw EEG signals were first filtered with a 50 Hz notch filter to remove powerline interference, and the DC offset was removed from each channel. In order to increase the precision of the start time and duration of the detected sleep spindles, the pre-processed EEG signal recorded on channel F4-C4 and F3-C3 was segmented into 0.5 s epochs with 0.25 s overlap, as the minimum required length of a sleep spindle is 0.5 s [44]. The Deep-spindle architecture, which employs a CNN combined with a bidirectional LSTM network is presented in Fig. 2. ...
... Post-processing: Rodenbeck et al. [44] proposed that the length of 0.5 s is the minimum required length of a sleep spindle [44]. Therefore, if the duration of a predicted sleep spindle was not greater than 0.5 s, the event was re-labelled as a non-sleep spindle event. ...
... Post-processing: Rodenbeck et al. [44] proposed that the length of 0.5 s is the minimum required length of a sleep spindle [44]. Therefore, if the duration of a predicted sleep spindle was not greater than 0.5 s, the event was re-labelled as a non-sleep spindle event. ...
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Background Sleep spindles are an indicator of the development and integrity of the central nervous system in infants. Identifying sleep spindles manually in EEG is time-consuming and typically requires experienced experts. Automated detection of sleep spindles would greatly facilitate this analysis. Deep learning methods have been widely used recently in EEG analysis. Method We have developed a deep learning-based automated sleep spindle detection system, Deep-spindle, which employs a convolutional neural network (CNN) combined with a bidirectional Long Short-Term Memory (LSTM) network, which could assist in the analysis of infant sleep spindles. Deep-spindle was trained on the EEGs of ex-term infants to estimate the number and duration of sleep spindles. The ex-term EEG on channel F4-C4 was split into training (N=81) and validation (N=30) sets. An additional 30 ex-term EEG and 54 ex-preterm infant EEGs (channel F4-C4 and F3-C3) were used as an independent test set. Result Deep-spindle detected the number of sleep spindles with 91.9% to 96.5% sensitivity and 95.3% to 96.7% specificity, and estimated sleep spindle duration with a percent error of 13.1% to 19.1% in the independent test set. For each detected spindle event, the user is presented with amplitude, power spectral density and the spectrogram of the corresponding spindle EEG, and the probability of the event being a sleep spindle event, providing the user with insight into why the event is predicted as a sleep spindle to provide confidence in the predictions. Conclusion The Deep-spindle system can reduce physicians’ workload, demonstrating the potential to assist physicians in the automated analysis of sleep spindles in infants.
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... In 1953, Nathaniel Kleitman and Aserinsky discovered the characteristics of eye movement during sleep, divide them to rapid eye movement (REM) sleep and non-rapid eye movement (NREM) sleep (Jean-Baptiste et al., 2014). In 1968, Allan Rechtschaffen and Anthony Kales divided NREM into four stages using the known R&K rules (Rodenbeck et al., 2010). In 2007, American Academy of Sleep Medicine reformulated a new classification manual for sleep classification called AASM rules, combining the NREM sleep stage 3 (N3) and NREM sleep stage 4 (N4) in the R&K standard (Choi et al., 2010). ...
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Sleep staging is one of the important methods to diagnosis and treatment of sleep diseases. However, it is laborious and time-consuming, therefore, computer assisted sleep staging is necessary. Most of the existing sleep staging researches using hand-engineered features rely on prior knowledges of sleep analysis, and usually single channel electroencephalogram (EEG) is used for sleep staging task. Prior knowledge is not always available, and single channel EEG signal cannot fully represent the patient’s sleeping physiological states. To tackle the above two problems, we propose an automatic sleep staging network model based on data adaptation and multimodal feature fusion using EEG and electrooculogram (EOG) signals. 3D-CNN is used to extract the time-frequency features of EEG at different time scales, and LSTM is used to learn the frequency evolution of EOG. The nonlinear relationship between the High-layer features of EEG and EOG is fitted by deep probabilistic network. Experiments on SLEEP-EDF and a private dataset show that the proposed model achieves state-of-the-art performance. Moreover, the prediction result is in accordance with that from the expert diagnosis.