- Y Diweddaraf sydd Ar Gael (Diwygiedig)
- Gwreiddiol (Fel y’i mabwysiadwyd gan yr UE)
Directive 2006/48/EC of the European Parliament and of the council of 14 June 2006 relating to the taking up and pursuit of the business of credit institutions (recast) (Text with EEA relevance) (repealed)
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Mae legislation.gov.uk yn cyhoeddi fersiwn y DU. Mae EUR-Lex yn cyhoeddi fersiwn yr UE. Mae Archif Gwe Ymadael â’r UE yn rhoi cipolwg ar fersiwn EUR-Lex o ddiwrnod cwblhau’r cyfnod gweithredu (31 Rhagfyr 2020 11.00 p.m.).
Dyma’r fersiwn wreiddiol (fel y’i gwnaed yn wreiddiol).
N(x) denotes the cumulative distribution function for a standard normal random variable (i.e. the probability that a normal random variable with mean zero and variance of one is less than or equal to x). G (Z) denotes the inverse cumulative distribution function for a standard normal random variable (i.e. the value x such that N(x) z)
For PD = 0, RW shall be 0.
For PD = 1:
for defaulted exposures where credit institutions apply the LGD values set out in Part 2, point 8, RW shall be 0; and
for defaulted exposures where credit institutions use own estimates of LGDs, RW shall be Max{0, 12.5 *(LGD-ELBE)};
where ELBE shall be the credit institution's best estimate of expected loss for the defaulted exposure according to point 80 of Part 4.
Risk—weighted exposure amount = RW * exposure value.
Risk—weighted exposure amount = RW * exposure value * ((0,15 + 160*PDpp)]
where:
PDpp = PD of the protection provider.
RW shall be calculated using the relevant risk weight formula set out in point 3 for the exposure, the PD of the obligor and the LGD of a comparable direct exposure to the protection provider. The maturity factor (b) shall be calculated using the lower of the PD of the protection provider and the PD of the obligor.
Credit institutions shall substitute total assets of the consolidated group for total annual sales when total annual sales are not a meaningful indicator of firm size and total assets are a more meaningful indicator than total annual sales.
Remaining Maturity | Category 1 | Category 2 | Category 3 | Category 4 | Category 5 |
---|---|---|---|---|---|
Less than 2,5 years | 50 % | 70 % | 115 % | 250 % | 0 % |
Equal or more than 2,5 years | 70 % | 90 % | 115 % | 250 % | 0 % |
The competent authorities may authorise a credit institution generally to assign preferential risk weights of 50 % to exposures in category 1, and a 70 % risk weight to exposures in category 2, provided the credit institution's underwriting characteristics and other risk characteristics are substantially strong for the relevant category.
In assigning risk weights to specialised lending exposures credit institutions shall take into account the following factors: financial strength, political and legal environment, transaction and/or asset characteristics, strength of the sponsor and developer, including any public private partnership income stream, and security package.
Risk weighted(RW)
N(x) denotes the cumulative distribution function for a standard normal random variable (i.e. the probability that a normal random variable with mean zero and variance of one is less than or equal to x). G (Z) denotes the inverse cumulative distribution function for a standard normal random variable (i.e. the value x such that N(x)= z).
For PD = 1 (defaulted exposure), RW shall be Max {0, 12.5 *(LGD-ELBE)},
where ELBE shall be the credit institution's best estimate of expected loss for the defaulted exposure according to point 80 of Part 4.
Risk—weighted exposure amount = RW * exposure value.
Exposures shall qualify as qualifying revolving retail exposures if they meet the following conditions:
The exposures are to individuals;
The exposures are revolving, unsecured, and to the extent they are not drawn immediately and unconditionally, cancellable by the credit institution. (In this context revolving exposures are defined as those where customers' outstanding balances are permitted to fluctuate based on their decisions to borrow and repay, up to a limit established by the credit institution.). Undrawn commitments may be considered as unconditionally cancellable if the terms permit the credit institution to cancel them to the full extent allowable under consumer protection and related legislation;
The maximum exposure to a single individual in the sub-portfolio is EUR 100 000 or less;
The credit institution can demonstrate that the use of the correlation of this point is limited to portfolios that have exhibited low volatility of loss rates, relative to their average level of loss rates, especially within the low PD bands. Competent authorities shall review the relative volatility of loss rates across the qualifying revolving retail sub-portfolios, as well the aggregate qualifying revolving retail portfolio, and intend to share information on the typical characteristics of qualifying revolving retail loss rates across jurisdictions; and
The competent authority concurs that treatment as a qualifying revolving retail exposure is consistent with the underlying risk characteristics of the sub‐portfolio.
By way of derogation from point (b), competent authorities may waive the requirement that the exposure be unsecured in respect of collateralised credit facilities linked to a wage account. In this case amounts recovered from the collateral shall not be taken into account in the LGD estimate.
The credit institution has purchased the receivables from unrelated, third party sellers, and its exposure to the obligor of the receivable does not include any exposures that are directly or indirectly originated by the credit institution itself;
The purchased receivables shall be generated on an arm's-length basis between the seller and the obligor. As such, inter-company accounts receivables and receivables subject to contra-accounts between firms that buy and sell to each other are ineligible;
The purchasing credit institution has a claim on all proceeds from the purchased receivables or a pro-rata interest in the proceeds; and
The portfolio of purchased receivables is sufficiently diversified.
Risk weight (RW) = 190 % for private equity exposures in sufficiently diversified portfolios.
Risk weight (RW) = 290 % for exchange traded equity exposures.
Risk weight (RW) = 370 % for all other equity exposures.
Risk‐weighted exposure amount = RW * exposure value.
Risk‐weighted exposure amount = 100 % * exposure value,
except for when the exposure is a residual value in which case it should be provisioned for each year and will be calculated as follows:
1/t * 100 % * exposure value,
where t is the number of years of the lease contract term.
The risk weights shall be calculated according to the formula in point 3. The input parameters PD and LGD shall be determined as set out in Part 2, the exposure value shall be determined as set out in Part 3 and M shall be 1 year. If credit institutions can demonstrate to the competent authorities that dilution risk is immaterial, it need not be recognised.
Expected loss (EL) = PD × LGD.
Expected loss amount = EL × exposure value.
For defaulted exposures (PD =1) where credit institutions use own estimates of LGDs, EL shall be ELBE, the credit institution's best estimate of expected loss for the defaulted exposure according to Part 4, point 80.
For exposures subject to the treatment set out in Part 1, point 4, EL shall be 0.
Remaining Maturity | Category 1 | Category 2 | Category 3 | Category 4 | Category 5 |
---|---|---|---|---|---|
Less than 2,5 years | 0 % | 0,4 % | 2,8 % | 8 % | 50 % |
Equal to or more than 2,5 years | 0,4 % | 0,8 % | 2,8 % | 8 % | 50 % |
Where competent authorities have authorised a credit institution generally to assign preferential risk weights of 50 % to exposures in category 1, and 70 % to exposures in category 2, the EL value for exposures in category 1 shall be 0 %, and for exposures in category 2 shall be 0,4 %.
Expected loss amount = EL × exposure value
The EL values shall be the following:
Expected loss (EL) = 0,8 % for private equity exposures in sufficiently diversified portfolios
Expected loss (EL) = 0,8 % for exchange traded equity exposures
Expected loss (EL) = 2,4 % for all other equity exposures.
Expected loss (EL) = PD × LGD and
Expected loss amount = EL × exposure value
Expected loss (EL) = PD × LGD and
Expected loss amount = EL × exposure value
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