Rating Models and Validation - Oesterreichische Nationalbank
Rating Models and Validation - Oesterreichische Nationalbank
Rating Models and Validation - Oesterreichische Nationalbank
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<strong>Rating</strong> <strong>Models</strong> <strong>and</strong> <strong>Validation</strong><br />
4 Assessing the <strong>Models</strong>Õ Suitability for<br />
Various <strong>Rating</strong> Segments<br />
In general, credit assessment procedures have to fulfill a number of requirements<br />
regardless of the rating segments in which they are used. These requirements<br />
are the result of business considerations applied to credit assessment as<br />
well as documents published on the IRB approaches under Basel II. The fundamental<br />
requirements are listed in chart 26 <strong>and</strong> explained in detail further below.<br />
Chart 26: Fundamental Requirements of <strong>Rating</strong> <strong>Models</strong><br />
4.1 Fulfillment of Essential Requirements<br />
4.1.1 PD as Target Value<br />
The probability of default reflected in the rating forms the basis for risk management<br />
applications such as risk-based loan pricing. Calculating PD as the target<br />
value is therefore a basic prerequisite for a rating model to make sense in the<br />
business context.<br />
The data set used to calculate PD is often missing in heuristic models <strong>and</strong><br />
might have to be accumulated by using the rating model in practice. Once this<br />
requirement is fulfilled, it is possible to calibrate results to default probabilities<br />
even in the case of heuristic models (see section 5.3).<br />
Statistical models are developed on the basis of an empirical data set, which<br />
makes it possible to determine the target value PD for individual rating classes<br />
by calibrating results with the empirical development data. Likewise, it is possible<br />
to calibrate the rating model (ex post) in the course of validation using the<br />
data gained from practical deployment.<br />
One essential benefit of logistic regression is the fact that it enables the direct<br />
calculation of default probabilities. However, calibration or rescaling may also<br />
54 Guidelines on Credit Risk Management