2005
DOI: 10.21314/jcr.2005.007
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Bond prices, default probabilities and risk premiums

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Cited by 121 publications
(62 citation statements)
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“…Suppose we are pricing a simplified risky bond, both using the P-and Q-measure. It is known that parameters that define risk become larger (see for example [HPW05]) in the Q-measure, this is what we shall show next with the probability of default.…”
Section: Create Model For Payoffsupporting
confidence: 56%
“…Suppose we are pricing a simplified risky bond, both using the P-and Q-measure. It is known that parameters that define risk become larger (see for example [HPW05]) in the Q-measure, this is what we shall show next with the probability of default.…”
Section: Create Model For Payoffsupporting
confidence: 56%
“…Using conversion factors from Hull et al (2005), we approximate physical PDs from the CDS implied risk-neutral PDs. We then use the Basel IRB formula and standard assumptions of LGD of 45% and 2.5 years maturity to compute risk weights for sovereign exposures from these PDs.…”
Section: Cds Implied Risk-weightsmentioning
confidence: 99%
“…Mathematically speaking, the risk-neutral probability is the probability measure under which the current market price of a generic contingent claim is equal to the discounted expected value of its future cash flows (Björk (1998)). The corresponding risk-neutral default probabilities are used for pricing because they build an extra return, called risk premium, to compensate market participants for the risk they are bearing (Hull et al (2005)). Historical default probabilities are probabilities calculated from historical data, and they are not used for pricing purposes.…”
Section: Financial Indicatorsmentioning
confidence: 99%
“…Following Hull et al (2005), we estimate for every rating class the one-year historical default probabilities, labeled DP P , from statistics on average cumulative global default yearly rates published by Moody's (Emery et al (2008)). In its annual reports, Moody's provides time-series of the yearly historical firms default probabilities grouped by rating classes.…”
Section: Building a Map Between Risk-neutral And Historical Probabilimentioning
confidence: 99%