Supersymmetric methods in the traveling variable: inside neurons and at the brain scale

Details Supersymmetric methods in the traveling variable: inside neurons and at the brain scale Supersymmetric methods in the traveling variable: inside neurons and at the brain scale

2007-05-08

arxiv.org/abs/0705.1134v1

Physics of Emergence and Organization (WS 2008, ISBN-13 978-981-277-994-6), Eds. I. Licata and A. Sakaji, pp. 253-265

Physics

Biological Physics

14 pages, 1 figure

Scientific paper

We apply the mathematical technique of factorization of differential operators to two different problems. First we review our results related to the supersymmetry of the Montroll kinks moving onto the microtubule walls as well as mentioning the sine-Gordon model for the microtubule nonlinear excitations. Second, we find analytic expressions for a class of one-parameter solutions of a sort of diffusion equation of Bessel type that is obtained by supersymmetry from the homogeneous form of a simple damped wave equations derived in the works of P.A. Robinson and collaborators for the corticothalamic system. We also present a possible interpretation of the diffusion equation in the brain context

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