How to interpret Model Coefficients #291
-
Hi, Digital_I 39878.361 I know the media variables have been transformed and do not have linear relationships with the response, but I'm not sure what would be an appropriate way to interpret these coefficients. Is there a way to find each channel's contribution at the weekly level? Also, from the CSV file, what are roi_mean, roi_total, and mean_response?
1: Digital_I 39878.361 337618.08 18866.197 0.055880293 4051417 319732.39 0.07891866 2_184_3 |
Beta Was this translation helpful? Give feedback.
Replies: 1 comment 1 reply
-
Hi, first of all, you can find the schema of all csv here. In the _alldecomp.csv, you can find the predicted value for each independent variable as time series, which is what you're asking for as "weekly contribution". Finally, all independent variables are transformed before the fitting as you correctly acknowledged. Because the hill function we use for saturation transformation normalises all independent to 0-1, that's why beta coefficients gets bigger. |
Beta Was this translation helpful? Give feedback.
Hi, first of all, you can find the schema of all csv here.
In the _alldecomp.csv, you can find the predicted value for each independent variable as time series, which is what you're asking for as "weekly contribution".
Finally, all independent variables are transformed before the fitting as you correctly acknowledged. Because the hill function we use for saturation transformation normalises all independent to 0-1, that's why beta coefficients gets bigger.