The general formula for a Lorentzian fit in 1 dimension given by Origin is y = y0 + (2*A/Pi) * w/(4(x-xc)^2 + w^2)
I now need the generalization of this formula for 2 dimensions, z=f(x,y), with one offset, 2 FWHM and a Volume V, instead of an Area A and 2 center positions xc and yc.
I guess something like that is implemented in Origin 8 Pro. Can anyone help me ?