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Why setting the optimal target equals the dual term "<β*, z^>"s derivate times the prediction instead of the original OT distance? It makes sense to optimize the entire OT loss term "W(z, z^)" or its dual term "<β*, z^>" to force dot regression more sparse and accurate, but why the derivate? Is it mentioned in the paper or supplements?
The text was updated successfully, but these errors were encountered:
Lynyanyu
changed the title
About the ot_loss why did you use the prediction's derivative times itself instead of the OT distance ?
About the ot_loss why did you use the prediction's derivate times itself instead of the OT distance ?
May 4, 2022
Lynyanyu
changed the title
About the ot_loss why did you use the prediction's derivate times itself instead of the OT distance ?
About the ot_loss why optimizing the dual term's derivate instead of the OT distance ?
May 4, 2022
Why setting the optimal target equals the dual term "<β*, z^>"s derivate times the prediction instead of the original OT distance? It makes sense to optimize the entire OT loss term "W(z, z^)" or its dual term "<β*, z^>" to force dot regression more sparse and accurate, but why the derivate? Is it mentioned in the paper or supplements?
The text was updated successfully, but these errors were encountered: