E.g. at the Bogdanov-Takens bifurcation, there is only 1 intersection between the x and Calcium nullclines in the interesting region of phase space. Normally I have to take the 2nd intersection that the root-finding algorithm finds, but in these unusual cases there may be only one (or none, or three) intersection. So logic should be added to handle these cases.
One reason this is potentially helpful is because I'd like to get eigenvalues to plot properly in the case of the BT bifurcation, especially including animations as one walks over this and other bifurcation points/curves.
E.g. at the Bogdanov-Takens bifurcation, there is only 1 intersection between the x and Calcium nullclines in the interesting region of phase space. Normally I have to take the 2nd intersection that the root-finding algorithm finds, but in these unusual cases there may be only one (or none, or three) intersection. So logic should be added to handle these cases.
One reason this is potentially helpful is because I'd like to get eigenvalues to plot properly in the case of the BT bifurcation, especially including animations as one walks over this and other bifurcation points/curves.