wvguy8258
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Hi,
I am looking for a nonlinear equation capable of approximating a sigmoid curve that can be multiplied by another equation of the same type with different parameters and this product can be made linear in the parameters. I am an ecologist, so I hope I am using the right terms. I originally tried this with the logistic equation.
1/(1*e^(-a)) * 1/(1*e^(-b))
after applying the logit link to this you end up with
ln (e^a + e^b + e^(a+b))
which won't work for my purposes. I need to end up with a linear function of a and b. Any ideas on equations to try out?
seth
I am looking for a nonlinear equation capable of approximating a sigmoid curve that can be multiplied by another equation of the same type with different parameters and this product can be made linear in the parameters. I am an ecologist, so I hope I am using the right terms. I originally tried this with the logistic equation.
1/(1*e^(-a)) * 1/(1*e^(-b))
after applying the logit link to this you end up with
ln (e^a + e^b + e^(a+b))
which won't work for my purposes. I need to end up with a linear function of a and b. Any ideas on equations to try out?
seth