- GIRR: Bucketing is performed using the currency of the instrument.
- Equities: Buckets are numbered from 1 to 11 and sensitivities are bucketed based on the type of equity (small cap/ large cap, sector)
- Trades with economic and organisational attributes
- Trades, Positions and Sensitivities per Risk Factor and other granular data for SA
- Trade Historical P&Ls, Historical Simulations and other granular data for IMA
- Classifications, Books, Desks, Risk Categories, etc.
- Correlations and other constants imposed by regulators
- Store descriptions (one for each store in the Schema)
- Reference descriptions that describe how stores reference each other
- Partitioning directives
- This captures the ‘jump-to-default’ risk for credit instruments (for example Credit Default Swap - CDS).
- If the underlying issuer defaults, the buyer of the CDS will receive payment from the seller. The Default Risk Charge is another input into the overall Aggregated Capital Requirement (ACR) formula.
- Computed as an aggregation of risk positions (as defined below) across buckets within a risk class.
- This aggregation includes the application of the prescribed correlations.
- Final risk charge (Delta separated from Vega) is the aggregate across all buckets and risk classes. E.g. Delta GIRR (all vertices) plus Delta (Equity), etc.
- Commodity: Commodity risk
- (SA only) CSR Sec CTP: CSR Securitisation (Correlation trading portfolio). Includes securitisation of underlying asset. A correlation trading portfolio consists of securitisation positions and nth-to-default credit derivatives.
- (SA only) CSR Sec non-CTP: CSR Securitisation (non-Correlation trading portfolio). Includes securitisation of underlying assets.
- (IMA only) CSR: Credit spread risk
- Equity: Equity risk
- FX: Foreign exchange risk
- GIRR: General interest rate risk
- Delta: Based on the sensitivities of a bank’s trading book to regulatory Delta risk factors
- Vega: Based on the sensitivities of a bank’s trading book to regulatory Vega risk factors
- Curvature: This captures any incremental risk not captured by the Delta risk of an instrument with optionality. Curvature risk is based on two stress scenarios, involving an upward shock and a downward shock to a given risk factor. The worst loss of the two scenarios is the risk position to be used as an input into the aggregation formula which delivers the capital charge.
- A risk position is computed for Delta and Vega (within each risk class) by first netting sensitivities within risk class and buckets as prescribed [MAR21.4](https://www.bis.org/basel_framework/chapter/MAR/21.htm?inforce=20230101#paragraph_MAR_21_4 “MAR21.4”)(1)
- Net sensitivities are then multiplied by a prescribed risk weight [MAR21.4](https://www.bis.org/basel_framework/chapter/MAR/21.htm?inforce=20230101#paragraph_MAR_21_4 “MAR21.4”)(3 )
- Finally, the weighted sensitivities are aggregated between sensitivities within the same bucket, using a prescribed formula and correlations.
- For Curvature, risk positions are calculated by first computing a curvature risk charge based on the worst loss, after deducting delta risk position, from upward and downward shocks of each risk factor and applying prescribed risk weights.
- Curvature risk exposures are then aggregated within the same bucket, using prescribed formulae and correlations [MAR21.5](https://www.bis.org/basel_framework/chapter/MAR/21.htm?inforce=20230101#paragraph_MAR_21_5 “MAR21.5”).
- Atoti Server
- Atoti UI (optional)
- For GIRR Delta: points along a risk free yield curve.
- For CSR Delta: points along a credit spread curve.
- For Commodity Delta:time to maturity for a traded commodity. It is worth noting there are NO vertices for FX or Equity Delta risk classes.
- For Vega: option expiry dates.