Tokyo/Formulation/4.population model
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and then substitute the third equation into the second equation.The nullclines of this system were derived as | and then substitute the third equation into the second equation.The nullclines of this system were derived as | ||
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Latest revision as of 01:56, 27 October 2007
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Next, to consider the number of cells, the differential equations for multiple cells were given as
where N indicates the number of the cells.
In the steady state,time derivatives are zero.As a result,the nullclines of this system were derived as
and then substitute the third equation into the second equation.The nullclines of this system were derived as
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