Hi,
I am having a bit of a hard time trying to grasp the idea of credit scoring models and how they relate to Structural models of default. For example, aren't both the KMV model as well as Altman's Z-score ways to calculate default probabilities? Isn't Mooody's KMV Credit Monitor a scoring model in its own right?
Also, what is the difference between Altman's Z-score (Parametric discrimination) and the CreditPortfolioView model? They both seem to involve probit/logit models to transform the regressed variable into default probabilities.
Thanks,
I am having a bit of a hard time trying to grasp the idea of credit scoring models and how they relate to Structural models of default. For example, aren't both the KMV model as well as Altman's Z-score ways to calculate default probabilities? Isn't Mooody's KMV Credit Monitor a scoring model in its own right?
Also, what is the difference between Altman's Z-score (Parametric discrimination) and the CreditPortfolioView model? They both seem to involve probit/logit models to transform the regressed variable into default probabilities.
Thanks,
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