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Brain Connectivity Based Classification of Meditation Expertise

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Abstract

Recent developments in neurotechnology effectively utilize the decades of neuroscientific findings of multiple meditation techniques. Meditation is linked to higher-order cognitive processes, which may function as a scaffold for cognitive control. In line with these developments, we analyze oscillatory brain activities of expert and non-expert meditators from the Himalayan Yoga tradition. We exploit four dimensions (Temporal, Spectral, Spatial and Pattern) of EEG data and present an analysis pipeline employing machine learning techniques. We discuss the significance of different frequency bands in relation with distinct primary 5 scalp brain regions. Functional connectivity networks (PLV) are utilized to generate features for classification between expert and non-expert meditators. We find (a) higher frequency β and γ oscillations generate maximum discrimination over the parietal region whereas lower frequency θ and α oscillations dominant over the frontal region; (b) maximum accuracy of over 90% utilizing features from all regions; (c) Quadratic Discriminant Analysis surpasses other classifiers by learning distribution for classification. Overall, this paper contributes a pipeline to analyze EEG data utilizing various properties and suggests potential neural markers for an expert meditative state. We discuss the implications of our research for the advancement of personalized headset design that rely on feedback on depth of meditation by learning from expert meditators.

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... One conclusion which we can draw from these results is that all four EEG bands considered in this study have good information to discriminate between the meditative and resting states, and the EEG band that gives the best results may depend on the features extracted and the classifier used. Another explanation for this contradiction is based on a recent work by Pandey et al. [21] where the authors have shown that the discriminability of features corresponding to various EEG frequency bands for the task of classifying meditation expertise depends on the EEG channels used. The CSP-based architectures rely on channels that extremize the objective function in Eq. 1, whereas the SVD-NN architecture relies on all channels. ...
Conference Paper
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... Recently, there has been a surge in the development of machine learning models for meditation due to the availability of wearable EEG headsets for consumer use. Identifying differences between expert and non-expert have been in the rise of exploration using machine learning with signal processing techniques [10,[23][24][25][26][27]. Pre-and post-changes after a few weeks of practice are the quickest way to observe the effects with interpretability. ...
... Pandey and Miyapuram describe a wavelet-based encoding of the oscillatory signature of meditators (Pandey & Miyapuram, 2020). In recent investigations, functional connectivity networks were examined to predict brain activity in meditators (Pandey et al., 2021). Convolutional neural networks are used to create a model that categorizes control and meditators' cognitive states (Pandey & Miyapuram, 2021b). ...
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... We propose to build a Mindfulness Kit, and this work is the initial framework on which several components can be connected to build a prototype. Our previous studies have shown evidence of neural signatures associated with expert meditative states using machine, and deep learning techniques [9], [13], [14], [48]. These neural signatures may be utilized to train a naive practitioner to reach a mindful state. ...
... Machine Learning analysis was performed in python using the scikit-learn library [21]. Classifiers employed were K Nearest Neighbors (KNN), Support Vector Machine (SVC), Decision Tree Classifier, Random Forest Classifier, Multi-Layered Perceptron (MLP), Ada Boost Classifier, Gaussian Naive Bayes, and Quadratic Discriminant Analysis (QDA) classifiers and Fig. 3. Differences between Rapid and Slow Deep breathing these classifiers are found to be significant in various EEG literature [22], [23]. Similar to spectral analysis, binary classification was performed on five breathing pairs. ...
... This is a problem highlighted by Riberio et al., wherein they discuss a model that performs well but has learned the wrong representation [17]. Recent work [12] uses the functional connectivity between brain regions as features to understand the significance and contribution of each region to the generated EEG signal. Previously, feature engineering-based methods were used to feed input to machine learning classifiers with varying degrees of success. ...
Chapter
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EEG oscillatory correlates of expert meditators have been studied in the time-frequency domain. Machine Learning techniques are required to expand the understanding of oscillatory signatures. In this work, we propose a methodological pipeline to develop machine learning models for the classification between expert and nonexpert meditative state. We carried out this study utilizing the online repository consisting of EEG dataset of 24 meditators that categorized as 12 experts and 12 nonexperts meditators. The pipeline consists of four stages that include feature engineering, machine learning classifiers, feature selection, and visualization. We decomposed signals using five wavelet families consisting of Haar, Biorthogonal(1.3-6.8), Daubechies( orders 2-10), Coiflet(orders 1-5), and Symlet(2-8), followed by feature extraction using relative entropy and power. We classified the meditative state between expert and non-expert meditators employing twelve classifiers to build machine learning models. Wavelet coefficients d8 shows the maximum classification accuracy in all the wavelet families. Wavelet orders Bior3.5 and Coif3 produce the maximum classification performance with the detail coefficient d8 using relative power. We have successfully classified the meditative state between expert and non-expert with 100% accuracy using d5,d6,d7,d8,a8 coefficients. Multi-Layer Perceptron and Quadratic Discriminant Analysis attain the highest accuracy. We have figured out the most discriminating channels during classification and reported 20 channels involving frontal, central and parietal regions. We plot the high dimensional structure of data by utilizing two feature reduction techniques PCA and t-SNE.
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Rising from its contemplative and spiritual traditions, the science of meditation has seen huge growth over the last 30 years. This chapter reviews the classifications, phenomenology, neural correlates, and mechanisms of meditation. Meditation classification types are still varied and largely subjective. Broader models to describe meditation practice along multidimensional parameters may improve classification in the future. Phenomenological studies are few but growing, highlighting the subjective experience and correlations to neurophysiology. Oscillatory EEG studies are not conclusive likely due to the heterogeneous nature of the meditation styles and practitioners being assessed. Neuroimaging studies find common patterns during meditation and in long-term meditators reflecting the basic similarities of meditation in general; however, mostly the patterns differ across unique meditation traditions. Research on the mechanisms of meditation, specifically attention and emotion regulation is also discussed. There is a growing body of evidence demonstrating positive benefits from meditation in some clinical populations especially for stress reduction, anxiety, depression, and pain improvement, although future research would benefit by addressing the remaining methodological and conceptual issues. Meditation research continues to grow allowing us to understand greater nuances of how meditation works and its effects.
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Electroencephalography (EEG) has been instrumental in making discoveries about cognition, brain function, and dysfunction. However, where do EEG signals come from and what do they mean? The purpose of this paper is to argue that we know shockingly little about the answer to this question, to highlight what we do know, how important the answers are, and how modern neuroscience technologies that allow us to measure and manipulate neural circuits with high spatiotemporal accuracy might finally bring us some answers. Neural oscillations are perhaps the best feature of EEG to use as anchors because oscillations are observed and are studied at multiple spatiotemporal scales of the brain, in multiple species, and are widely implicated in cognition and in neural computations.
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This paper is concerned with the adaptive pinning synchronization problem of stochastic complex dynamical networks (CDNs). Based on algebraic graph theory and Lyapunov theory, pinning controller design conditions are derived, and the rigorous convergence analysis of synchronization errors in the probability sense is also conducted. Compared with the existing results, the topology structures of stochastic CDN are allowed to be unknown due to the use of graph theory. In particular, it is shown that the selection of nodes for pinning depends on the unknown lower bounds of coupling strengths. Finally, an example on a Chua's circuit network is given to validate the effectiveness of the theoretical results.
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Introduction Instantaneous phase of signals and systems Phase synchronization of chaotic self-sustained oscillators Looking for synchronization phenomena in real data Conclusions
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This article presents, for the first time, a practical method for the direct quantification of frequency-specific synchronization (i.e., transient phase-locking) between two neuroelectric signals. The motivation for its development is to be able to examine the role of neural synchronies as a putative mechanism for long-range neural integration during cognitive tasks. The method, called phase-locking statistics (PLS), measures the significance of the phase covariance between two signals with a reasonable time-resolution (<100 ms). Unlike the more traditional method of spectral coherence, PLS separates the phase and amplitude components and can be directly interpreted in the framework of neural integration. To validate synchrony values against background fluctuations, PLS uses surrogate data and thus makes no a priori assumptions on the nature of the experimental data. We also apply PLS to investigate intracortical recordings from an epileptic patient performing a visual discrimination task. We find large-scale synchronies in the gamma band (45 Hz), e.g., between hippocampus and frontal gyrus, and local synchronies, within a limbic region, a few cm apart. We argue that whereas long-scale effects do reflect cognitive processing, short-scale synchronies are likely to be due to volume conduction. We discuss ways to separate such conduction effects from true signal synchrony.
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The space around us is represented not once but many times in parietal cortex. These multiple representations encode locations and objects of interest in several egocentric reference frames. Stimulus representations are transformed from the coordinates of receptor surfaces, such as the retina or the cochlea, into the coordinates of effectors, such as the eye, head, or hand. The transformation is accomplished by dynamic updating of spatial representations in conjunction with voluntary movements. This direct sensory-to-motor coordinate transformation obviates the need for a single representation of space in environmental coordinates. In addition to representing object locations in motoric coordinates, parietal neurons exhibit strong modulation by attention. Both top-down and bottom-up mechanisms of attention contribute to the enhancement of visual responses. The saliance of a stimulus is the primary factor in determining the neural response to it. Although parietal neurons represent objects in motor coordinates, visual responses are independent of the intention to perform specific motor acts.
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This article presents, for the first time, a practical method for the direct quantification of frequency-specific synchronization (i.e., transient phase-locking) between two neuroelectric signals. The motivation for its development is to be able to examine the role of neural synchronies as a putative mechanism for long-range neural integration during cognitive tasks. The method, called phase-locking statistics (PLS), measures the significance of the phase covariance between two signals with a reasonable time-resolution (,100 ms). Unlike the more traditional method of spectral coherence, PLS separates the phase and amplitude components and can be directly interpreted in the framework of neural integration.
API design for machine learning software: experiences from the Scikit-learn project
  • L Buitinck
Buitinck, L., et al.: API design for machine learning software: experiences from the Scikit-learn project. In: ECML PKDD Workshop: Languages for Data Mining and Machine Learning, pp. 108-122 (2013)
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Pandey, P., Miyapuram, K.P.: BRAIN2DEPTH: lightweight CNN model for classification of cognitive states from EEG recordings. arXiv preprint arXiv:2106.06688 (2021)