Where to find the original equations to explain the process of slime mold?

Hi Oem7110,

Have you tried the following link:

http://www.ncbi.nlm.nih.gov/pmc/articles/PMC4121043/

Let us know what you find...

Bio_man

I would look into it.
Thanks you very much for suggestions

For Keller and Segel's parabolic systems, I would like to know on how they define and interpret their formula, which is complicated.   Referring to the general nonlinear differential equation, did they simply determine the variables into nonlinear differential equation?

F (u) = Lu + Ru + Nu - g = 0 ,


Do you have any suggestions?

Thank you very much for any suggestions :>


"In 1970, Keller and Segel have offered parabolic systems to illustrate the aggregation process of cellular slime mold by the chemical attraction."

The Homotopy Decomposition Method

We consider a general nonlinear differential equation
F (u) = Lu + Ru + Nu - g = 0 ,
where F represents a general nonlinear operator involving both linear and nonlinear terms, L is the highest order derivative, R is the linear differential operator of less order than L , Nu represents the nonlinear terms, g is the source term, and u is an unknown function with t as an independent variable. We introduce a nonzero auxiliary parameter h, a nonzero auxiliary function H(t) and an auxiliary linear operator L F  to construct such a new kind of auxiliary equation

http://campus.mst.edu/adsa/contents/v2n1p5.pdf (Page 2)

That is a highly specific question. I think you'd need to read the whole article to understand what those variables means. I'm not super interested in reading it