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posted by martyb on Thursday August 25 2016, @06:33PM   Printer-friendly
from the something-to-think-about dept.

The conventional view of the brain is that the gray matter is primarily involved in information processing and cognition, while white matter transmits information between different parts of the brain. The structure of white matter—the connectome—is essentially the brain's wiring diagram.

This structure is poorly understood, but there are several high-profile projects to study it. This work shows that the connectome is much more complex than originally thought. The human brain contains some 1010 neurons linked by 1014 synaptic connections. Mapping the way this link together is a tricky business, not least because the structure of the network depends on the resolution at which it is examined.

[...] understanding this structure over vastly different scales is one of the great challenges of neuroscience; but one that is hindered by a lack of appropriate mathematical tools.

Today, that looks set to change thanks to the mathematical field of algebraic topology, which neurologists are gradually coming to grips with for the first time. This discipline has traditionally been an arcane pursuit for classifying spaces and shapes. Now Ann Sizemore at the University of Pennsylvania and a few pals show how it is beginning to revolutionize our understanding of the connectome.

I had always hoped algebraic topology would finally unlock the secrets to untangling my fishing line, but figuring out how the brain works is useful, too.

arXiv.org hosts both an abstract and Full Paper (pdf).


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  • (Score: 2) by PizzaRollPlinkett on Friday August 26 2016, @02:12PM

    by PizzaRollPlinkett (4512) on Friday August 26 2016, @02:12PM (#393480)

    I couldn't agree more. Most math books are abysmal. Given math's terrible reputation, and the difficulty of attracting people to it, you'd think the math community as a whole would write more popular books. Fraenkel's "Love and Math" a few years ago was really good (although not really in the areas I know anything about), but books like that are few and far between. I thought he might be the "David Greene of higher math" but he hasn't done anything else since then. I guess popular math books don't sell.

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