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by taurine 2917 days ago
Let's change the game. You can allocate an investment to either of two banks. When building credit scoring models, one bank has access to just FICO scores, the other bank also has access to FICO scores in addition to behavioral and signature data. Which bank do you allocate your cash to?

Now change the game so FICO is unavailable: For instance, when micro-lending to third-world country entrepreneurs. Do you still feel these digital signatures are irrelevant to making better credit risk decisions?
2 comments
pps43 2917 days ago
All banks already use behavioral scores in credit card line management. Mortgages are a different story because there's little they can do once after the underwriting. That said, independent variables that go into behavior risk scores are not like the ones from the article.

In any case that game is pure gedankenexperiment, at least in the US. In reality banks have to comply with ECOA and host of other rules and regulations that limit the types of data they can use in credit decisions.

There may be more freedom outside the US, but even there social media probably carries much stronger signal.

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mmt 2917 days ago
> Do you still feel these digital signatures are irrelevant to making better credit risk decisions?

Yes, absent a credible theory as to why a particular characteristic could reasonably be linked to loan performance.

Otherwise, it's too likely the model could fall prey to confusing correlation with causation.

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taurine 2917 days ago
Let's say you add these digital signature variables to your credit risk scoring model anyway. The model then falls prey to confusing correlation with causation. What happens to the performance of the model?
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mmt 2917 days ago
I have no idea, as merely adding them may have no effect at all.

However, depending on them exclusively (or in substantial/majority part), which I believe is the main premise, the eventual performance will depend entirely on if the the actual causal relationship which created the correlation holds true. If it doesn't, the model would no longer be predictive.

https://en.wikipedia.org/wiki/Confounding

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