This chapter explains the meaning of counterparty credit risk and sets out the various approaches within the Basel framework that banks can use to measure counterparty credit risk exposures.
Banks are required to identify their transactions that expose them to counterparty credit risk and calculate a counterparty credit risk charge. This chapter starts by explaining the definition of counterparty credit risk. It then sets out the various approaches that banks can use to measure their counterparty credit risk exposures and then calculate the related capital requirement.
Counterparty credit risk is defined in CRE50. It is the risk that the counterparty to a transaction could default before the final settlement of the transaction in cases where there is a bilateral risk of loss. The bilateral risk of loss is the key concept on which the definition of counterparty credit risk is based and is explained further below.
When a bank makes a loan to a borrower the credit risk exposure is unilateral. That is, the bank is exposed to the risk of loss arising from the default of the borrower, but the transaction does not expose the borrower to a risk of loss from the default of the bank. By contrast, some transactions give rise to a bilateral risk of loss and therefore give rise to a counterparty credit risk charge. For example:
| 1 | The bilateral risk of loss in this example arises because the bank receives, ie takes possession of, the collateral as part of the transaction. By contrast, collateralized loans where the collateral is not exchanged prior to default, do not give rise to a bilateral risk of loss; for example a corporate or retail loan secured on a property of the borrower where the bank may only take possession of the property when the borrower defaults does not give rise to counterparty credit risk. |
| 2 | The counterparty credit risk rules capture the risk of loss to the bank from the default of the derivative counterparty. The risk of gains or losses on the changing market value of the derivative is captured by the market risk framework. The market risk framework captures the risk that the bank will suffer a loss as a result of market movements in underlying risk factors referenced by the derivative (eg interest rates for an interest rate swap); however, it also captures the risk of losses that can result from the derivative declining in value due to a deterioration in the creditworthiness of the derivative counterparty. The latter risk is the credit valuation adjustment risk set out in MAR50. |
Banks must calculate a counterparty credit risk charge for all exposures that give rise to counterparty credit risk, with the exception of those transactions listed in CRE51.16 below. The categories of transaction that give rise to counterparty credit risk are:
The transactions listed in CRE51.4 above generally exhibit the following abstract characteristics:
Other common characteristics of the transactions listed in CRE51.4 include the following:
For the transaction types listed in CRE51.4 above, banks must calculate their counterparty credit risk exposure, or exposure at default (EAD),3 using one of the methods set out in CRE51.8 to CRE51.9 below. The methods vary according to the type of the transaction, the counterparty to the transaction, and whether the bank has received supervisory approval to use the method (if such approval is required).
| 3 | The terms “exposure” and “EAD” are used interchangeable in the counterparty credit risk chapters of the credit risk standard. This reflects the fact that the amounts calculated under the counterparty credit risk rules must typically be used as either the “exposure” within the standardised approach to credit risk, or the EAD within the internal ratings-based (IRB) approach to credit risk, as described in CRE51.13. |
For exposures that are not cleared through a central counterparty (CCP) the following methods must be used to calculate the counterparty credit risk exposure:
For exposures that are cleared through a CCP, banks must apply the method set out CRE54. This method covers:
Under the methods outlined above, the exposure amount or EAD for a given counterparty is equal to the sum of the exposure amounts or EADs calculated for each netting set with that counterparty, subject to the exception outlined in CRE51.12 below.
The exposure or EAD for a given OTC derivative counterparty is defined as the greater of zero and the difference between the sum of EADs across all netting sets with the counterparty and the credit valuation adjustment (CVA) for that counterparty which has already been recognised by the bank as an incurred write-down (ie a CVA loss). This CVA loss is calculated without taking into account any offsetting debit valuation adjustments which have been deducted from capital under CAP30.15. This reduction of EAD by incurred CVA losses does not apply to the determination of the CVA risk capital requirement.
After banks have calculated their counterparty credit risk exposures, or EAD, according to the methods outlined above, they must apply the standardised approach to credit risk, the IRB approach to credit risk, or, in the case of the exposures to CCPs, the capital requirements set out in CRE54. For counterparties to which the bank applies the standardised approach, the counterparty credit risk exposure amount will be risk weighted according to the relevant risk weight of the counterparty. For counterparties to which the bank applies the IRB approach, the counterparty credit risk exposure amount defines the EAD that is used within the IRB approach to determine risk-weighted assets (RWA) and expected loss amounts.
For IRB exposures, the risk weights applied to OTC derivative exposures should be calculated with the full maturity adjustment (as defined in CRE31.6) capped at 1 for each netting set for which the bank calculates CVA capital under either the basic approach (BA-CVA) or the standardised approach (SA-CVA), as provided in MAR50.12.
For banks that have supervisory approval to use IMM, RWA for credit risk must be calculated as the higher of:
| FAQ1 | How often is Effective expected positive exposure (EPE) using current market data to be compared with Effective EPE using a stress calibration? The frequency of calculation should be discussed with your national supervisor. |
| FAQ2 | How this requirement is to be applied to the use test in the context of credit risk management and CVA (eg can a multiplier to the Effective EPE be used between comparisons)? The use test only applies to the Effective EPE calculated using current market data. |
As an exception to the requirements of CRE51.4 above, banks are not required to calculate a counterparty credit risk charge for the following types of transactions (ie the exposure amount or EAD for counterparty credit risk for the transaction will be zero):
When banks purchase credit protection against the counterparty credit risk of a derivative exposure, the bank will determine its capital requirement for the hedged exposure according to the criteria and general rules for the recognition of guarantees and credit derivatives within the standardised approach to credit risk (ie the substitution approach) or IRB approach to credit risk. For fixed or capped protection, banks must apply CRE51.18 to determine the protected and unprotected portions of the full exposure.
When a bank uses a guarantee or credit derivative to hedge the counterparty credit risk of a derivative exposure subject to the SA-CCR (CRE52) or IMM (CRE53), and when the protection amount is either fixed or capped (ie it is not a credit derivative with unlimited protection), the bank is exposed to the risk that the protection amount may not cover the full exposure to the counterparty at the time of default. To address this risk, banks must calculate the protected and unprotected amounts of their counterparty credit risk exposure using the following approach:
The protected portion of the full EAD is equal to the difference between the full EAD and the unprotected portion, where the unprotected portion is determined as the EAD calculated using the SA-CCR or IMM, but treating the guarantee or credit derivative as if it were a fixed amount of cash collateral within the netting set equal to the adjusted protection amount.4
The adjusted protection amount used in SA-CCR or IMM exposure calculations is the fixed notional amount (in the case of fixed protection) or the nominal maximum protection amount (in the case of capped protection) of the guarantee or credit derivative.
If there is a currency mismatch, as defined in CRE22.82, the currency mismatch adjustment of CRE22.82 to CRE22.83 must be applied. If there is a maturity mismatch, as defined in CRE22.10, the maturity mismatch treatment of CRE22.12 to CRE22.14 must be applied. The adjusted protection amount should be treated within SA-CCR or IMM exposure calculations as a fixed amount of cash collateral in the same currency as the currency of the exposure arising from the netting set.
| 4 | Banks should adjust the calculation of EAD appropriately for transactions with capped proportionate protection (ie where a fixed percentage of the exposure or loss is specified in the contract that is protected up to the maximum protection amount). National supervisors may prescribe a specific treatment for cases of capped proportionate protection. |
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