ES (Capital)
Description | For each risk class and allin risk class, this is expected shortfall charge |
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Reference | [MAR33.4] |
Formula | $$ES = ES_{R,S} \cdot \frac{ES_{F,C}}{ES_{R,C}}$$ |
The measure takes the result of ES (Liquidity Adj.) measure filtered by the [Risk].[Data Sets] equal to ‘Reduced Set Stressed’ and scales it by the ratio of the ES (Liquidity Adj.) for [Risk].[Data Sets] equal to ‘Full Set Current’ and ES (Liquidity Adj.) for the ‘Reduced Set Current’.
By the way, the ratio of the ES (Liquidity Adj.) for the [Risk].[Data Sets] equal to ‘Full Set Current’ and ES (Liquidity Adj.) for the ‘Reduced Set Current’ can be displayed using ES (Current Ratio).
The measure requires having hierarchy(ies) in the view: [Risk].[Risk Classes].
See also
- ES (Capital Constrained)
- Squared ES (Liquidity Adj.)
- ES (Liquidity Adj.)
- ES
- ES (Current Ratio)
- Squared LHScaleFactor Reference
- ES (Capital Unconstrained)
- PnL Expand
- LH
- ES (Basic)
- Squared LHScaleFactor
- ES (Basic).D2D