You signed in with another tab or window. Reload to refresh your session.You signed out in another tab or window. Reload to refresh your session.You switched accounts on another tab or window. Reload to refresh your session.Dismiss alert
While I understand that the taller/lengthier bar indicates better predictive power. But how do we know whether 0.27 or 0.28 is a good enough feature to consider it as predictive? Is there any range that you can provide which can indicate strong, moderate and weak predictive power features
Does the 1st bar in below graph mean - "overall finish and material of the house contribute 27% to the output variable"? Or is it okay to say that "overall finish and material of the house explain 27% to the variance in the output variable"
The text was updated successfully, but these errors were encountered:
Feature importance is computed from the sum of local contributions. This means that the feature contains 27% of local contributions. In this case, the feature explains 27% of the price prediction (according to local explainability).
The use of this information depends on your use case.
@ThomasBouche - can you please help me know how cam I find the important features for label 1 and label 0 at the global level? . I dont wish to have a local level feature fpr label 1 and label 0. I wish to know what are the characteristic for label 1 and label 0 respectively
I went through the SHAPASH documentation https://shapash.readthedocs.io/en/latest/tutorials/tutorial02-Shapash-overview-in-Jupyter.html and came across the below plot
While I understand that the taller/lengthier bar indicates better predictive power. But how do we know whether 0.27 or 0.28 is a good enough feature to consider it as predictive? Is there any range that you can provide which can indicate strong, moderate and weak predictive power features
Does the 1st bar in below graph mean - "overall finish and material of the house contribute 27% to the output variable"? Or is it okay to say that "overall finish and material of the house explain 27% to the variance in the output variable"
The text was updated successfully, but these errors were encountered: