Literature DB >> 21557507

Systems biology of symmetry breaking during neuronal polarity formation.

Naoyuki Inagaki1, Michinori Toriyama, Yuichi Sakumura.   

Abstract

Polarization, in which a single axon and multiple dendrites are formed, is crucial for neuronal functions, and symmetry breaking is the initial step of this process. Accumulating studies have revealed a number of molecules that act asymmetrically in neurons, and thereby regulate neuronal polarity. Thus, one of the major goals of current research is to understand how asymmetric signals are generated during the symmetry-breaking step. Current models of neuronal symmetry breaking generally involve "local activation" for induction of axon outgrowth and "global inhibition" to suppress formation of multiple axons and can be categorized into "one-takes-all" and "activator-inhibitor" models. Both types of model incorporate a positive feedback loop to execute local activation, but differ in the manner of global inhibition. Quantitative experimentation combined with computational modeling is a powerful strategy in systems biology, and analyses in this direction have begun to yield a more profound understanding of how neurons break their symmetry during polarity formation.
Copyright © 2010 Wiley Periodicals, Inc.

Mesh:

Year:  2011        PMID: 21557507     DOI: 10.1002/dneu.20837

Source DB:  PubMed          Journal:  Dev Neurobiol        ISSN: 1932-8451            Impact factor:   3.964


  17 in total

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4.  The Development of Neuronal Polarity: A Retrospective View.

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5.  Designing synthetic regulatory networks capable of self-organizing cell polarization.

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Review 7.  Neuronal polarization in the developing cerebral cortex.

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Journal:  Front Neurosci       Date:  2015-04-08       Impact factor: 4.677

8.  Discovery of long-range inhibitory signaling to ensure single axon formation.

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9.  Shootin1-cortactin interaction mediates signal-force transduction for axon outgrowth.

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10.  Myosin 1b promotes axon formation by regulating actin wave propagation and growth cone dynamics.

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