Curve fit for 8mM Lactose

Gauss 2 to 5

Gauss 5

General model Gauss5:

      f(x) = 

             a1*exp(-((x-b1)/c1)^2) + a2*exp(-((x-b2)/c2)^2) + 

             a3*exp(-((x-b3)/c3)^2) + a4*exp(-((x-b4)/c4)^2) + 

             a5*exp(-((x-b5)/c5)^2)

Coefficients (with 95% confidence bounds):

      a1 =  4.652e+014  (-6.912e+017, 6.921e+017)

      b1 =        6286  (-1.115e+005, 1.241e+005)

      c1 =       434.8  (-1.03e+004, 1.117e+004)

      a2 =       157.6  (-121, 436.2)

      b2 =        3962  (3084, 4841)

      c2 =        1019  (-1.572, 2039)

      a3 =      -14.48  (-2899, 2870)

      b3 =        3096  (-1.838e+004, 2.458e+004)

      c3 =       227.8  (-6109, 6565)

      a4 =       34.64  (-3366, 3436)

      b4 =        3226  (-142.6, 6594)

      c4 =       209.7  (-753.1, 1172)

      a5 =       497.1  (478.3, 516)

      b5 =        1870  (-3839, 7579)

      c5 =  1.017e+004  (-2.298e+004, 4.332e+004)

Goodness of fit:

 SSE: 102.9

 R-square: 0.999

 Adjusted R-square: 0.9987

 RMSE: 1.309