We implement dMRI brain networks as reservoirs. Again, hierarchical modularity positively contributes to computational performance.
Amazingly, reservoir timescales correlate with empirical timescales derived from MEG.
We implement dMRI brain networks as reservoirs. Again, hierarchical modularity positively contributes to computational performance.
Amazingly, reservoir timescales correlate with empirical timescales derived from MEG.
Again, we find that higher-order hierarchical modular networks consistently outperform their lower-order counterparts.
Again, we find that higher-order hierarchical modular networks consistently outperform their lower-order counterparts.
More complex motifs containing at least three edges are all enriched in higher-order hierarchical modular networks, supporting more complex computations.
More complex motifs containing at least three edges are all enriched in higher-order hierarchical modular networks, supporting more complex computations.
Higher-order hierarchical modular reservoirs show more variability in timescales, yielding a bigger pool of timescales and richer temporal expansion of input signals.
Higher-order hierarchical modular reservoirs show more variability in timescales, yielding a bigger pool of timescales and richer temporal expansion of input signals.
Higher-order hierarchical modular networks consistently perform best, particularly at criticality.
Higher-order hierarchical modular networks consistently perform best, particularly at criticality.
We then implement them as reservoirs to evaluate their cognitive capacity.
We then implement them as reservoirs to evaluate their cognitive capacity.
How does hierarchical modularity shape computational function? ⤵️
How does hierarchical modularity shape computational function? ⤵️
Epicenter rankings are consistent with ALS pathological staging.
Epicenter rankings are consistent with ALS pathological staging.
Regional atrophy is correlated with the mean atrophy of its structurally connected neighbours, consistent with the notion of network spread of pathology.
Regional atrophy is correlated with the mean atrophy of its structurally connected neighbours, consistent with the notion of network spread of pathology.
Both may be true: pathogenic spread via synaptic contacts is amplified by local vulnerability, guiding the network spread of atrophy.
Both may be true: pathogenic spread via synaptic contacts is amplified by local vulnerability, guiding the network spread of atrophy.
doi.org/10.1038/s420...
How do brain network structure and local biological features shape the spatial patterning of atrophy in ALS? @asafarahani.bsky.social investigates ⤵️
doi.org/10.1038/s420...
How do brain network structure and local biological features shape the spatial patterning of atrophy in ALS? @asafarahani.bsky.social investigates ⤵️
Namely, the projection to a spherical mesh distorts distance relationships between vertices of the cortical surface mesh.
Namely, the projection to a spherical mesh distorts distance relationships between vertices of the cortical surface mesh.
Spin tests are the de facto null model for map-to-map comparisons in brain imaging. Why don't they perfectly control false positives? @vincebaz.bsky.social explores ⤵️
Spin tests are the de facto null model for map-to-map comparisons in brain imaging. Why don't they perfectly control false positives? @vincebaz.bsky.social explores ⤵️