A Simple Continuous Measure of Credit Risk
This paper introduces a simple continuous measure of credit risk that associates to each firm a risk parameter related to the firm's risk-neutral default intensity. These parameters can be computed from quoted bond prices and allow assignment of credit ratings much finer than those provided by various rating agencies. We estimate the risk measures on a daily basis for a sample of US firms and compare them with the corresponding ratings provided by Moody's and the distance to default measures calculated using the Merton (1974) model. The three measures group the sample of firms into various risk classes in a similar but far from identical way, possibly reflecting the models' different forecasting horizons. Among the three measures, the highest rank correlation is found between our continuous measure and Moody's ratings. The techniques in this paper can be used to extract the entire distribution of inter-temporal risk-neutral default intensities which is useful for time-to-default estimators as well as for pricing credit derivatives.
Year of publication: |
2003-10-01
|
---|---|
Authors: | Byström, Hans ; Kwon, Oh-Kang |
Institutions: | Finance Discipline Group, Business School |
Saved in:
Saved in favorites
Similar items by person
-
Classes of Interest Rate Models Under the HJM Framework
Chiarella, Carl, (1999)
-
State Variables and the Affine Nature of Markovian HJM Term Structure Models
Chiarella, Carl, (2001)
-
A Class of Heath-Jarrow-Morton Term Structure Models with Stochastic Volatility
Chiarella, Carl, (2000)
- More ...