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Podcast with Henry Kennedy on cortical connectivity and exponential distance rule
Season 2014 · Episode 6

Podcast with Henry Kennedy on cortical connectivity and exponential distance rule

How collaboration arrises and why it fails · Prof. Dr. Paul F.M.J. Verschure

March 15, 202651m 13s

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Show Notes

What if the most widely used model of brain connectivity is too crude to capture what actually makes the cortex work? Neuroanatomist Henry Kennedy presents evidence that connection strength, not mere presence or absence of links, is where the real specificity of cortical architecture lies , spanning five orders of magnitude. Subscribe for more from the Convergent Science Network podcast series. Henry Kennedy joins Paul Verschure and Tony Prescott at the BCBT summer school to present his quantitative tract-tracing data from the macaque monkey cortex, challenging the utility of small-world network models for understanding cortical organization. With a connection density of roughly 70 percent among 91 cortical areas, Kennedy argues that binary descriptions of connectivity tell you almost nothing , at that density, everything is virtually connected to everything else. The real information lies in the weights: connection strengths that span five orders of magnitude and follow an exponential distance rule, declining sharply with the physical distance between areas. The discussion reveals that this single exponential distance rule, when used to generate random networks, reproduces many observed properties of the real cortical network , including motif distributions, clique structures, and efficiency measures under progressive thresholding. Kennedy shows that the macaque cortex achieves optimal placement of areas to minimize wiring given these weight constraints, while the mouse brain does not, suggesting fundamentally different organizational principles across species. The comparison between primate and rodent brains reveals that mice have shallower distance-decay functions, fewer cliques, and suboptimal area placement, raising serious questions about using the mouse as a model for primate cortical organization. Key topics include why weighted directed networks are more informative than binary connectivity graphs, how the exponential distance rule generates realistic cortical network properties, what optimal area placement means and how it differs between primates and rodents, why diffusion MRI cannot capture the range of connection strengths revealed by tract tracing, and how cortical folding and surface distances reshape our understanding of the distance rule across species. Part of the Convergent Science Network podcast series from the BCBT Summer School.