Researchers gain new insights into brain neuronal networks

November 4, 2013 by Gene Stowe & Marissa Gebhar
Researchers gain new insights into brain neuronal networks
A bow tie representation of the network of connections between cortical areas in the brain

A paper published in a special edition of the journal Science proposes a novel understanding of brain architecture using a network representation of connections within the primate cortex. Zoltán Toroczkai, professor of physics at the University of Notre Dame and co-director of the Interdisciplinary Center for Network Science and Applications, is a co-author of the paper "Cortical High-Density Counterstream Architectures."

Using brain-wide and consistent tracer data, the researchers describe the cortex as a network of connections with a "bow tie" structure characterized by a high-efficiency, dense core connecting with "wings" of feed-forward and feedback pathways to the rest of the cortex (periphery). The local circuits, reaching to within 2.5 millimeters and taking up more than 70 percent of all the connections in the macaque cortex, are integrated across areas with different functional modalities (somatosensory, motor, cognitive) with medium- to long-range projections.

The authors also report on a simple network model that incorporates the physical principle of entropic cost to long wiring and the spatial positioning of the functional areas in the cortex. They show that this model reproduces the properties of the connectivity data in the experiments, including the structure of the bow tie. The wings of the bow tie emerge from the counterstream organization of the feed-forward and feedback nature of the pathways. They also demonstrate that, contrary to previous beliefs, such high-density cortical graphs can achieve simultaneously strong connectivity (almost direct between any two areas), communication efficiency, and economy of connections (shown via optimizing total wire cost) via weight-distance correlations that are also consequences of this simple network model.

This bow tie arrangement is a typical feature of self-organizing information processing systems. The paper notes that the has some analogies with information-processing networks such as the World Wide Web, as well as metabolism, the immune system and cell signaling. The core-periphery bow tie structure, they say, is "an evolutionarily favored structure for a wide variety of complex networks" because "these systems are not in thermodynamic equilibrium and are required to maintain energy and matter flow through the system." The brain, however, also shows important differences from such systems. For example, destination addresses are encoded in information packets sent along the Internet, apparently unlike in the brain, and location and timing of activity are critical factors of information processing in the brain, unlike in the Internet.

"Biological data is extremely complex and diverse," Toroczkai said. "However, as a physicist, I am interested in what is common or invariant in the data, because it may reveal a fundamental organizational principle behind a complex system. A minimal theory that incorporates such principle should reproduce the observations, if not in great detail, but in extent. I believe that with additional consistent data, as those obtained by the Kennedy team, the fundamental principles of massive in neuronal networks are within reach."

Explore further: New research reveals brain network connections

More information: www.sciencemag.org/content/342/6158/1238406.abstract

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MrVibrating
not rated yet Nov 04, 2013
Interesting work. It stands to reason, given the cost of growing and maintaining the network, as well as processing information, that efficiency should lie at the heart of the system's organisational principles. A similar take on this kind of emergent simplicity is the 'strings and rings' thought experiment - if we randomly scatter some rings, and then randomly connect them with strings, the network becomes fully interconnected at a ratio of two rings per string (ie. one connection each end of each string). Below this 2:1 ratio, some rings remain isolated, and above it, more strings become successively redundant. Hence what Stuart Kauffman dubs a 'supercluster' emerges spontaneously at a 2:1 node/connection ratio.

Taking these ideas further, it seems axiomatic that any information so encoded and processed is itself, likewise, formatted according to entropic minima. In other words, there must be common variables between informational and network entropies..

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