Dani S. Bassett’s research while affiliated with McGill University and other places

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Publications (153)


Toward Principles of Brain Network Organization and Function
  • Literature Review

February 2025

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59 Reads

Annual Review of Biophysics

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Dani S. Bassett

The brain is immensely complex, with diverse components and dynamic interactions building upon one another to orchestrate a wide range of behaviors. Understanding the patterns of these complex interactions and how they are coordinated to support collective neural function is critical for parsing human and animal behavior, treating mental illness, and developing artificial intelligence. Rapid experimental advances in imaging, recording, and perturbing neural systems across various species now provide opportunities to distill underlying principles of brain organization and function. Here, we take stock of recent progress and review methods used in the statistical analysis of brain networks, drawing from fields of statistical physics, network theory, and information theory. Our discussion is organized by scale, starting with models of individual neurons and extending to large-scale networks mapped across brain regions. We then examine organizing principles and constraints that shape the biological structure and function of neural circuits. We conclude with an overview of several critical frontiers, including expanding current models, fostering tighter feedback between theory and experiment, and leveraging perturbative approaches to understand neural systems. Alongside these efforts, we highlight the importance of contextualizing their contributions by linking them to formal accounts of explanation and causation.


The structure of the graph learning experiment, which incorporated visual stimuli and motor responses on two graph topologies
a Participants were trained and tested on a set of 15 shapes (left) and 15 possible one- or two-button combinations on a response pad (right). b The order of those trials, and how the shapes and motor responses related to one another, varied between participants and across the two graph conditions. Each participant was assigned to one of two graph structures: modular or ring lattice (left). Then, each of the 15 shapes and motor responses was mapped to one of the 15 nodes in the assigned graph (right). To control for differences among shapes and responses, each mapping was random and unique to each participant. c Session one (top left) comprised five runs of a training block followed by a recall block. Session two (top right) comprised eight runs of four recall blocks each. Each block was composed of a series of trials on the assigned graph. In training blocks (bottom left), participants were instructed to press the buttons indicated by the red squares. To encourage participants to learn shape mappings, the shape appeared 500 ms prior to the motor command. In recall blocks (bottom right), the shape was shown and participants had 2 s to respond. If they responded correctly, then the shape was outlined in green; if they response incorrectly, then the correct response was shown.
Participant behavior in the graph learning experiment
a Participant response accuracy. Markers indicate the mean values and error bars indicate the 95% confidence intervals across participant averages for each block and run. b Participant response times for correct trials. Markers indicate the mean values and error bars indicate the 95% confidence intervals across participant averages for each block and run. In both a and b, the blue (orange) line indicates quantities calculated from data acquired from participants assigned to the modular (ring lattice) graph condition. The black line indicates the mean across both graph conditions. In both panels, we show quantities calculated for session one training (left) and recall (center) blocks, as well as for session two recall blocks (right).
Graph structure is not directly decodable
a Subjects were assigned to either the modular or ring lattice groups, which determined the possible transitions between trial types. b Above-chance classification accuracy for lattice graph participants in left hippocampus ROI. Colors indicate graph condition: modular or ring lattice. Classification accuracy does not differ significantly between conditions (independent t-test, t29 = 1.51; two-sided p = 0.141). Boxes show 25%, 50%, and 75% quartiles. Whiskers show the range of the data excluding outliers, and points indicate individual participants. Dotted line indicates chance performance of 6.67%. c We did not observe similar representations of graph structure across participants. Here we ran a searchlight to identify regions that showed high similarity in how graph nodes were represented relative to one another. Shown are the mean values when the RDM in the neighborhood of a voxel was correlated with the average RDM of all other subjects in that neighborhood. We computed this quantity separately for both graph conditions and then averaged the two maps. d Two regions exhibited heightened within-subject consistency of representational dissimilarity matrices: visual cortex (top) and motor cortex (bottom). Both panels present the mean Pearson’s correlation coefficient, r, between RDMs among runs for each subject.
Motor responses decoded from the postcentral gyrus
a Above-chance classification accuracy for all participants in the left postcentral gyrus. Colors indicate graph condition: modular or ring lattice. Boxes show 25%, 50%, and 75% quartiles. Whiskers show the range of the data excluding outliers, and points indicate individual participants. The dotted line indicates chance performance of 6.67%. b SVM classification accuracy in postcentral gyrus was correlated with mean response time in the recall blocks of session two. Lines indicate linear regression fits and shaded envelopes indicate 95% confidence intervals. c Representational dissimilarity matrices (RDMs) were calculated for each subject using a cross-validated Euclidean metric, and averaged across subjects. Here we show the average RDM in left postcentral gyrus, with rows ordered by the motor command (see key at left of panel). The upper triangle presents data for the modular condition and the lower triangle presents data for the lattice condition; diagonal elements are equal to 0 for both conditions. High values indicate dissimilar patterns. d In the postcentral gyrus, the representational dissimilarity matrices were highly similar across subjects when ordered by motor response. Here we ran a searchlight to identify regions that displayed consistent representations across subjects. Shown is the average Pearson correlation coefficient, r, when the RDM in the neighborhood of a voxel was correlated with the average RDM of all other subjects in that neighborhood. We observed two regions of high consistency: one centered on motor cortex (shown here), and one centered on the cerebellum. The searchlight was thresholded at r = 0.18 to control the FWER at two-sided p < 0.05.
Trial identity decoded from the lateral occipital cortex
a Above-chance classification accuracy for all participants in left, right, and bilateral LOC (lateral occipital cortex) ROIs. Colors indicate graph condition: modular or ring lattice. Classification accuracy differs significantly between conditions (Mixed ANOVA, F(1, 29) = 14.14, p = 7.64 × 10⁻⁴). Boxes show 25%, 50%, and 75% quartiles. Whiskers show the range of the data excluding outliers, and points indicate individual participants. Dotted line indicates chance performance of 6.67%. b In LOC, graph type predicted SVM classification accuracy (OLS, t27 = 2.15, uncorrected two-sided p = 0.041, 95% CI: 0.002 to 0.104), whereas response time was not a significant predictor (OLS, t27 = 1.13, uncorrected two-sided p = 0.267, 95% CI: −0.019 to 0.067). Lines indicate linear regression fits and shaded envelopes indicate 95% confidence intervals. c Representational dissimilarity matrices (RDMs) were calculated using a cross-validated Euclidean metric and then averaged across subjects. Here we show the average RDM in left LOC, with rows ordered by the shape stimulus (see key at left of panel). The upper triangle presents data for the modular condition and the lower triangle presents data for the lattice condition; diagonal elements are equal to 0 for both conditions. High values indicate dissimilar patterns. d In the visual cortex, the RDMs were highly similar across subjects when ordered by stimulus shape. Here we ran a searchlight to identify regions that displayed consistent representations across subjects. Shown is the average Pearson correlation coefficient, r, when the RDM in the neighborhood of a voxel was correlated with the average RDM of all other subjects in that neighborhood. We observed one region of high consistency, which was centered bilaterally on LOC and extended posteriorly to early visual cortex. The searchlight was thresholded at r = 0.18 to control the FWER at two-sided p < 0.05.

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Network structure influences the strength of learned neural representations
  • Article
  • Full-text available

January 2025

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53 Reads

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Sophie Loman

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[...]

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Dani S. Bassett

From sequences of discrete events, humans build mental models of their world. Referred to as graph learning, the process produces a model encoding the graph of event-to-event transition probabilities. Recent evidence suggests that some networks are easier to learn than others, but the neural underpinnings of this effect remain unknown. Here we use fMRI to show that even over short timescales the network structure of a temporal sequence of stimuli determines the fidelity of event representations as well as the dimensionality of the space in which those representations are encoded: when the graph was modular as opposed to lattice-like, BOLD representations in visual areas better predicted trial identity and displayed higher intrinsic dimensionality. Broadly, our study shows that network context influences the strength of learned neural representations, motivating future work in the design, optimization, and adaptation of network contexts for distinct types of learning.

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Figure 1. Schematic Overviewing Analytic Workflow. (A) Raw scores for each of 53 scales are scaled in each SCA group using the mean and standard deviation in their corresponding XY control group. (B) Cross-individual correlations between each unique pair of scales yield a 53*53 square, symmetric correlation matrix for both the XXY/KS and XYY group. This matrix can be conceptualized as a signed, weighted and unthresholded network, where each node is a scale and each edge captures the strength and direction of correlation between scales. A single row of these matrices captures the "fingerprint" of a single scale's correlation with all other scales. Row averages capture each scale's "nodal degree," indexing the overall strength of its correlation with all other scales. (C) Correlating nodal degree values between groups (across scales) quantifies the overall similarity of each scale's connectivity with all others in XXY/KS and XYY and highlights scales that differ most in the overall strength of their coupling with other scales between groups.
Figure 3: The distribution of all inter-scale correlations in XXY/KS vs. XYY. Density plots show the distribution of Fisher's Z-transformed correlations for all unique pairs of scales in XXY/KS (red) and XYY (blue) groups. Mean edge strength for each group are indicated with dashed vertical lines and specified in inset text, together with the observed difference in mean edge strength (∆z) and the permutation-based p-value for this group difference statistic.
Figure 4: Fine-grained differences between XXY/KS and XYY syndrome in the coupling between different domains of psychopathology. (A) Heatmap depicting the weighted stochastic block modeling (WSBM) solution of six clusters (outlined in black) for the delta matrix (Fisher's Z-transformed correlations of XXY/KS -XYY). Scale names are color-coded to the instrument (see Table S1). Heatmap cells encode the direction (red: XXY/KS > XYY / blue: XYY > XXY/KS) and magnitude (hue intensity) of group differences in correlation between each unique pair of scales. Blocks with significantly non-zero mean edge strength (nominal p < .05) are outlined in bolded black, while blocks within non-significant average group differences in coupling (i.e. mean edge strength statistically indistinguishable from zero) are greyed out. (B) Network representation of the WSBM solution. Nodes (circles) represent blocks, and the lines represent edges color-coded by statistical significance. The thickness of the line depicts the edge strength between any two blocks and the node size represents the weighted nodal degree.
Participant characteristics.
Novel tools for comparing the architecture of psychopathology between neurogenetic disorders: An application to X- vs. Y-chromosome aneuploidy effects in males

January 2025

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23 Reads

Background: Psychiatric symptoms are typically highly inter-correlated at the group level. Collectively, these correlations define the architecture of psychopathology—informing taxonomic and mechanistic models in psychiatry. However, to date, it remains unclear if this architecture differs between etiologically distinct subgroups, despite the core relevance of this understanding for personalized medicine. Here, we introduce a new analytic pipeline to probe group differences in the psychopathology architecture—demonstrated through comparison of two distinct neurogenetic disorders. Methods: We use a large questionnaire battery in 300 individuals aged 5-25 years (n = 102 XXY/KS, n = 64 XYY, n = 134 age-matched XY) to characterize the structure of correlations among 53 diverse measures of psychopathology in XXY/KS and XYY syndrome—enabling us to compare the effects of X- vs. Y-chromosome dosage on the architecture of psychopathology at multiple, distinctly informative levels. Results: Behavior correlation matrices describe the architecture of psychopathology in each syndrome. Comparison of matrix row averages reveals that autism-related features and externalizing symptoms are most differentially coupled to other aspects of psychopathology in XXY/KS vs. XYY. Clustering the difference between matrices captures coordinated group differences in pairwise coupling between measures of psychopathology: XXY/KS increases coherence among externalizing, internalizing, and autism-related features, while XYY syndrome shows greater coherence in dissociality and early neurodevelopmental impairment. Conclusions. These methods offer new insights into X- and Y-chromosome dosage effects on behavior, and our shared code can now be applied to other clinical groups of interest—helping to hone mechanistic models and inform the tailoring of care.


FIG. 2. The space of descriptions of a 4x4 Sudoku board. Discrete subsets of squares (black circles) and machine learning-optimized boundaries (blue curves), in terms of O-information. Optimized (soft) compression schemes are converted to hard compression schemes (black stars) and visualized according to the corresponding Roman numerals. The hard compression scheme for each square in a board is displayed by coloring numbers according to groupings. For example, if one number in a square is blue and the rest are white, the blue number is distinguishable from the remaining three, and the three are indistinguishable from each other.
Surveying the space of descriptions of a composite system with machine learning

November 2024

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6 Reads

Multivariate information theory provides a general and principled framework for understanding how the components of a complex system are connected. Existing analyses are coarse in nature -- built up from characterizations of discrete subsystems -- and can be computationally prohibitive. In this work, we propose to study the continuous space of possible descriptions of a composite system as a window into its organizational structure. A description consists of specific information conveyed about each of the components, and the space of possible descriptions is equivalent to the space of lossy compression schemes of the components. We introduce a machine learning framework to optimize descriptions that extremize key information theoretic quantities used to characterize organization, such as total correlation and O-information. Through case studies on spin systems, Sudoku boards, and letter sequences from natural language, we identify extremal descriptions that reveal how system-wide variation emerges from individual components. By integrating machine learning into a fine-grained information theoretic analysis of composite random variables, our framework opens a new avenues for probing the structure of real-world complex systems.



Figure 1. Sentiment analysis in citation and author networks. A two-layer network comprising a network of citations and a network of collaborators. In the citation network, nodes represent scientific articles, and edges represent citations. Sentiment analysis categorizes each edge as favorable (blue), neutral (grey), or critical (red). In the collaboration network, nodes represent scholars, and scholars who co-author articles are connected by edges.
Citation Sentiment Reflects Multiscale Sociocultural Norms

November 2024

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32 Reads

Modern science is formally structured around scholarly publication, where scientific knowledge is canonized through citation. Precisely how citations are given and accrued can provide information about the value of discovery, the history of scientific ideas, the structure of fields, and the space or scope of inquiry. Yet parsing this information has been challenging because citations are not simply present or absent; rather, they differ in purpose, function, and sentiment. In this paper, we investigate how critical and favorable sentiments are distributed across citations, and demonstrate that citation sentiment tracks sociocultural norms across scales of collaboration, discipline, and country. At the smallest scale of individuals, we find that researchers cite scholars they have collaborated with more favorably (and less critically) than scholars they have not collaborated with. Outside collaborative relationships, higher h-index scholars cite lower h-index scholars more critically. At the mesoscale of disciplines, we find that wetlab disciplines tend to be less critical than drylab disciplines, and disciplines that engage in more synthesis through publishing more review articles tend to be less critical. At the largest scale of countries, we find that greater individualism (and lesser acceptance of the unequal distribution of power) is associated with more critical sentiment. Collectively, our results demonstrate how sociocultural factors can explain variations in sentiment in scientific communication. As such, our study contributes to the broader understanding of how human factors influence the practice of science, and underscore the importance of considering the larger sociocultural contexts in which science progresses.


Figure 2: Transferred entropy in binary-valued recurrent networks. (a) Left: The update rule for four processes, where nodes without inputs (blue, orange) are randomly sampled at each timestep. The source and target processes are indicated by the shaded boxes and marked X and Y , respectively. Middle: Distributed information planes that visualize the decomposition of transfer entropy in the source's past and the target's future. Right: The share of transfer entropy residing in different timesteps of the source's past (top) and target's future (bottom) (taken from the rightmost point of the trajectories in the middle). (b) Same as panel a, but with different target processes. (c) Same as panel a, but with randomly generated connection weights and an integrate-and-fire scheme.
Figure 3: Transfer entropy between brain and behavior. (a) Concurrent neural and behavioral recordings were taken of six mice; example time series shown on the right with the brain regions shown with matching colors in the atlas. (b) Pairwise transfer entropy between the 23 brain regions, the reference average signal (Avg), and three behavioral streams. (c) Transfer entropy decomposition from behaviors to the purple region from a, the primary somatosensory area for the nose (SSp-n). The instantaneous Kullback-Leibler (KL) cost in natural units (nats) per channel (black) is shown concurrently with the raw time series (colored).
Which bits went where? Past and future transfer entropy decomposition with the information bottleneck

November 2024

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11 Reads

Whether the system under study is a shoal of fish, a collection of neurons, or a set of interacting atmospheric and oceanic processes, transfer entropy measures the flow of information between time series and can detect possible causal relationships. Much like mutual information, transfer entropy is generally reported as a single value summarizing an amount of shared variation, yet a more fine-grained accounting might illuminate much about the processes under study. Here we propose to decompose transfer entropy and localize the bits of variation on both sides of information flow: that of the originating process's past and that of the receiving process's future. We employ the information bottleneck (IB) to compress the time series and identify the transferred entropy. We apply our method to decompose the transfer entropy in several synthetic recurrent processes and an experimental mouse dataset of concurrent behavioral and neural activity. Our approach highlights the nuanced dynamics within information flow, laying a foundation for future explorations into the intricate interplay of temporal processes in complex systems.


Architectural styles of curiosity in global Wikipedia mobile app readership

October 2024

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37 Reads

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8 Citations

Science Advances

Intrinsically motivated information seeking is an expression of curiosity believed to be central to human nature. However, most curiosity research relies on small, Western convenience samples. Here, we analyze a naturalistic population of 482,760 readers using Wikipedia’s mobile app in 14 languages from 50 countries or territories. By measuring the structure of knowledge networks constructed by readers weaving a thread through articles in Wikipedia, we replicate two styles of curiosity previously identified in laboratory studies: the nomadic “busybody” and the targeted “hunter.” Further, we find evidence for another style—the “dancer”—which was previously predicted by a historico-philosophical examination of texts over two millennia and is characterized by creative modes of knowledge production. We identify associations, globally, between the structure of knowledge networks and population-level indicators of spatial navigation, education, mood, well-being, and inequality. These results advance our understanding of Wikipedia’s global readership and demonstrate how cultural and geographical properties of the digital environment relate to different styles of curiosity.


Network analysis of α-synuclein pathology progression reveals p21-activated kinases as regulators of vulnerability

October 2024

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52 Reads

Synuclein misfolding and progressive accumulation drives a pathogenic process in Parkinson’s disease. To understand cellular and network vulnerability to α-synuclein pathology, we developed a framework to quantify network-level vulnerability and identify new therapeutic targets at the cellular level. Full brain α-synuclein pathology was mapped in mice over 9 months. Empirical pathology data was compared to theoretical pathology estimates from a diffusion model of pathology progression along anatomical connections. Unexplained variance in the model enabled us to derive regional vulnerability that we compared to regional gene expression. We identified gene expression patterns that relate to regional vulnerability, including 12 kinases that were enriched in vulnerable regions. Among these, an inhibitor of group II PAKs demonstrated protection from neuron death and α-synuclein pathology, even after delayed compound treatment. This study provides a framework for the derivation of cellular vulnerability from network-based studies and identifies a promising therapeutic pathway for Parkinson’s disease. Abstract Figure HIGHLIGHTS Longitudinal α-synuclein pathology assessment in 1046 brain regions over 9 months Linear diffusion modeling derivation of network vulnerability to α-synuclein pathology PANGEA: assessment of over 19,000 genes in 302 brain regions Group II PAK inhibitor prevents α-synuclein pathology and neuron death


Figure 2
Changes in brain connectivity and neurovascular dynamics during dexmedetomidine-induced loss of consciousness

October 2024

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43 Reads

Understanding the neurophysiological changes that occur during loss and recovery of consciousness is a fundamental aim in neuroscience and has marked clinical relevance. Here, we utilize multimodal magnetic resonance neuroimaging to investigate changes in regional network connectivity and neurovascular dynamics as the brain transitions from wakefulness to dexmedetomidine-induced unconsciousness, and finally into early-stage recovery of consciousness. We observed widespread decreases in functional connectivity strength across the whole brain, and targeted increases in structure-function coupling (SFC) across select networks— especially the cerebellum—as individuals transitioned from wakefulness to hypnosis. We also observed robust decreases in cerebral blood flow (CBF) across the whole brain—especially within the brainstem, thalamus, and cerebellum. Moreover, hypnosis was characterized by significant increases in the amplitude of low-frequency fluctuations (ALFF) of the resting-state blood oxygen level-dependent signal, localized within visual and somatomotor regions. Critically, when transitioning from hypnosis to the early stages of recovery, functional connectivity strength and SFC—but not CBF—started reverting towards their awake levels, even before behavioral arousal. By further testing for a relationship between connectivity and neurovascular alterations, we observed that during wakefulness, brain regions with higher ALFF displayed lower functional connectivity with the rest of the brain. During hypnosis, brain regions with higher ALFF displayed weaker coupling between structural and functional connectivity. Correspondingly, brain regions with stronger functional connectivity strength during wakefulness showed greater reductions in CBF with the onset of hypnosis. Earlier recovery of consciousness was associated with higher baseline (awake) levels of functional connectivity strength, CBF, and ALFF, as well as female sex. Across our findings, we also highlight the role of the cerebellum as a recurrent marker of connectivity and neurovascular changes between states of consciousness. Collectively, these results demonstrate that induction of, and emergence from dexmedetomidine-induced unconsciousness are characterized by widespread changes in connectivity and neurovascular dynamics. SIGNIFICANCE STATEMENT Elucidating the neurophysiological changes underlying loss and recovery of consciousness is a fundamental question in neuroscience. Here, we analyze magnetic resonance imaging data collected across multiple time-points to characterize how the human brain’s connectivity and neurovascular dynamics change as it transitions from wakefulness to dexmedetomidine-induced unconsciousness, and early-stage recovery of consciousness. During hypnosis, brain regions become less functionally synchronized to each other; they attain a smaller number of functional configurations compared to wakefulness, and display functional connectivity patterns that are more similar to the underlying structural connectivity. Furthermore, cerebral blood flow significantly decreases across the whole brain, and less metabolically demanding low frequency fluctuations in the hemodynamic signal become more prominent. Collectively, loss of consciousness is accompanied by widespread connectivity and neurovascular changes in the brain, characteristic of less metabolically demanding dynamics.


Citations (58)


... We also had only a two-layered hypertext environment, so potentially more differentiated information-seeking patterns could be identified if we had a more complex hypertext (Hahnel et al., 2016). Curiosity research will benefit from further comparisons of lab studies, online studies, and even field studies that investigate people's natural informationseeking behavior on the Internet (see, e.g., Zhou et al., 2024). Additional insights into situational effects could also be obtained by incorporating participants' explicit perception ratings of the situational characteristics of the information-seeking task (Jach et al., 2022;Rauthmann et al., 2014). ...

Reference:

How do Intellectually Curious and Interested People Learn and Attain Knowledge? A Focus on Behavioral Traces of Information Seeking
Architectural styles of curiosity in global Wikipedia mobile app readership
  • Citing Article
  • October 2024

Science Advances

... also shown that differences in cognitive abilities between and within races are related to genetics (Duchowny et al. 2022, Zhao et al. 2021). In addition, some studies (Wang et al. 2023, Fotiadis et al. 2024 suggest that this difference is related to the differences in brain structure between different races. This controversy indicates that racial differences in cognitive function are a complex issue that requires comprehensive consideration of multiple factors. ...

Structure–function coupling in macroscale human brain networks
  • Citing Article
  • August 2024

Nature Reviews Neuroscience

... From the perspectives of control theory [3] and network systems [4], the concept of network controllability can help us to study the dynamical properties of the brain, which are constrained by structural connectome, as well as quantify the energy required to switch between various brain states [5]. Within this framework, two principle measures, average controllability and modal controllability, characterize how easily the brain can move through its energy landscape [6]. Average controllability is related to the energy required for the brain to transition from its current state to a nearby state of less energy. ...

A network control theory pipeline for studying the dynamics of the structural connectome
  • Citing Article
  • July 2024

Nature Protocols

... Global models, which use whole-brain functional connectivity (FC) measures as input features, are common. Inter-individual FC differences have been demonstrated to predict maturity [4], cognition [5][6][7][8][9][10][11], personality [7,[11][12][13][14], mental health [7,11,[15][16][17], as well as sex and gender [18,19]. While global models can potentially capture interplays across multiple brain regions and their associations with behavior, they face challenges in interpretability and generalizability due to the high dimensionality of whole-brain FC data. ...

Functional brain networks are associated with both sex and gender in children

Science Advances

... First, we investigated variability in developmental effects of mean diffusivity at 100 equidistant nodes (numbered 0-99), or spatial locations, along each cortico-cortical tract. Specifically, we quantified differences in developmental effects between deep tract regions (nodes [46][47][48][49][50][51][52][53][54][55] and superficial tract regions (nodes 5-9 and 90-94) after trimming the endmost nodes (0-4 and 95-99) to mitigate partial volume effects. Of note, "superficial" here does not refer to U-fibers, but rather to regions of long-range WM tracts that are closer to the cortex. ...

A sensorimotor-association axis of thalamocortical connection development

... This method has been integrated with deep learning architectures to derive predictive coordinates that are well-suited to sparse modeling [17]. Other techniques use information-theoretic frameworks, such as the information bottleneck [35], to distill reduced order models from data [36][37][38][39][40]. The development of these physicsinspired ML frameworks has enabled physical model discovery in fields such as materials [19-22, 41, 42] and biology [12,[43][44][45]. ...

Machine-Learning Optimized Measurements of Chaotic Dynamical Systems via the Information Bottleneck
  • Citing Article
  • May 2024

Physical Review Letters

... Given the roles of the DMN and ECN in spontaneous and controlled cognition, respectively, DMN-ECN connectivity is thought to reflect a coordination between spontaneous/ generative and controlled/evaluative processes 5,35,36 . However, static network approaches fail to capture the dynamic coordination of cognitive states related to reconfiguration and interactions between networks 25,32,37,38 . Therefore, dynamic reconfiguration-based functional analyses are needed to identify specific interaction patterns between the DMN and ECN related to creative ability. ...

Neural Dynamics During the Generation and Evaluation of Creative and Non-Creative Ideas

... This method has been integrated with deep learning architectures to derive predictive coordinates that are well-suited to sparse modeling [17]. Other techniques use information-theoretic frameworks, such as the information bottleneck [35], to distill reduced order models from data [36][37][38][39][40]. The development of these physicsinspired ML frameworks has enabled physical model discovery in fields such as materials [19-22, 41, 42] and biology [12,[43][44][45]. ...

Information decomposition in complex systems via machine learning
  • Citing Article
  • March 2024

Proceedings of the National Academy of Sciences

... Global models, which use whole-brain functional connectivity (FC) measures as input features, are common. Inter-individual FC differences have been demonstrated to predict maturity [4], cognition [5][6][7][8][9][10][11], personality [7,[11][12][13][14], mental health [7,11,[15][16][17], as well as sex and gender [18,19]. While global models can potentially capture interplays across multiple brain regions and their associations with behavior, they face challenges in interpretability and generalizability due to the high dimensionality of whole-brain FC data. ...

Generalizable Links Between Borderline Personality Traits and Functional Connectivity
  • Citing Article
  • March 2024

Biological Psychiatry

... To understand the quantitative burden of pathology in different animals, we implemented an established segmentation and brain registration strategy to quantify pathology burden in 318 regions of the midbrain 40,41 (Fig. S4). While less total pathology was induced by 4a filaments compared to AD tau (Fig. 4D, 4E), the same regions were impacted by both types of seeds (Fig. 4F), suggesting that 4a can affect similar cell types, but with slower kinetics than AD tau. ...

LRRK2 kinase inhibition reverses G2019S mutation-dependent effects on tau pathology progression

Translational Neurodegeneration