Posted by **Erica** on Thursday, February 7, 2013 at 9:47pm.

Locate the bifurcation values of a for the one-parameter family and describe the bifurcation that takes place at each such value.

dy/dt=e^(-y^2)+a

I got that the equilibrium points will be at -sqrt(ln(a)). I dont know if that is fine. I took the partial derivative with respect to y and got -2ye^(-y^2) and that is zero when a is 0 if I plug in -sqrt(ln(a)) as y.

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