Related provisions for BIPRU 7.4.37
Table: Interest rate and foreign currency swaps
This table belongs to BIPRU 7.2.21R
Paying leg (which must be treated as a short position in a zero-specific-risk security) |
Receiving leg (which must be treated as a long position in a zero-specific-risk security) |
|
Receiving fixed and paying floating |
Coupon equals the floating rate and maturity equals the reset date |
Coupon equals the fixed rate of the swap and maturity equals the maturity of the swap |
Paying fixed and receiving floating |
Coupon equals the fixed rate of the swap and maturity equals the maturity of the swap |
Coupon equals the floating rate and maturity equals the reset date |
Paying floating and receiving floating |
Coupon equals the floating rate and maturity equals the reset date |
Coupon equals the floating rate and maturity equals the reset date |
Table: Deferred start interest rate and foreign currency swaps
This table belongs to BIPRU 7.2.24R
Paying leg (which must be treated as a short position in a zero-specific-risk security with a coupon equal to the fixed rate of the swap) |
Receiving leg (which must be treated as a long position in a zero-specific-risk security with a coupon equal to the fixed rate of the swap) |
|
Receiving fixed and paying floating |
maturity equals the start date of the swap |
maturity equals the maturity of the swap |
Paying fixed and receiving floating |
maturity equals the maturity of the swap |
maturity equals the start date of the swap |
Table: Interest rate risk on other futures, forwards, options and swaps
This table belongs to BIPRU 7.2.34R.
Instrument |
Notional positions |
||
a long position denominated in the currency purchased |
and |
a short position denominated in the currency sold |
|
a long position if the forward or future involves an actual (or notional) sale of gold |
or |
a short position if the forward or future involves an actual (or notional) purchase of gold |
|
Equityforward or future, or option (unless the interest rate PRR is calculated under the basic interest rate PRR calculation in BIPRU 7.3) |
A long position if the contract involves an actual (or notional) sale of the underlying equity |
or |
A short position if the contract involves an actual (or notional) purchase of the underlying equity |
Table: specific risk position risk adjustments
This table belongs to BIPRU 7.2.43R.
Issuer |
Residual maturity |
|
Debt securities issued or guaranteed by central governments, issued by central banks, international organisations, multilateral development banks or EEA States' regional governments or local authorities which would qualify for credit quality step 1 or which would receive a 0% risk weight under the standardised approach to credit risk. |
Any |
0% |
(A) Debt securities issued or guaranteed by central governments, issued by central banks, international organisations, multilateral development banks or EEA States' regional governments or local authorities which would qualify for credit quality step 2 or 3 under the standardised approach to credit risk. (B) Debt securities issued or guaranteed by institutions which would qualify for credit quality step 1 or 2 under the standardised approach to credit risk. (C) Debt securities issued or guaranteed by institution which would qualify for credit quality step 3 under BIPRU 3.4.34 R (Exposures to institutions: Credit assessment based method) or which would do so if it had an original effective maturity of three months or less. (D) Debt securities issued or guaranteed by corporates which would qualify for credit quality step 1, 2 or 32 under the standardised approach to credit risk. (E) Other qualifying debt securities (see BIPRU 7.2.49R) 2 |
Zero to six months |
0.25% |
over 6 and up to and including 24 months |
1% |
|
Over 24 months |
1.6% |
|
(A) Debt securities issued or guaranteed by central governments, issued by central banks, international organisations, multilateral development banks or EEA States' regional governments or local authorities or institutions which would qualify for credit quality step 4 or 5 under the standardised approach to credit risk. (B) Debt securities issued or guaranteed by corporates which would qualify for credit quality step 4 under the standardised approach to credit risk. (C) Exposures for which a credit assessment by a nominated ECAI is not available. 2 |
Any |
8% |
(A) Debt securities issued or guaranteed by central governments, issued by central banks, international organisations, multilateral development banks or EEA States' regional governments or local authorities or institution which would qualify for credit quality step 6 under the standardised approach to credit risk. (B) Debt securities issued or guaranteed by corporate which would qualify for credit quality step 5 or 6 under the standardised approach to credit risk. (C) An instrument that shows a particular risk because of the insufficient solvency of the issuer of liquidity. This paragraph applies even if the instrument would otherwise qualify for a lower position risk adjustment under this table. |
Any |
12% |
Note: The question of what a corporate is and of what category a debt security falls into must be decided under the rules relating to the standardised approach to credit risk. |
Table: specific risk position risk adjustments - standardised approach
3Credit quality step |
1 |
2 |
3 |
4 (only for credit assessments other than short-term credit assessments) |
All other credit quality steps |
1.6% |
4% |
8% |
28% |
100% |
|
3.2% |
8% |
18% |
52% |
100% |
|
A firm may only apply the position risk adjustments in this table where it would have to calculate a risk weighted exposure amount in accordance with the standardised approach to securitisation and resecuritisation positions if such positions were in its non-trading book under BIPRU 9. The appropriate position risk adjustment is calculated as 8% of the risk weight that would apply to the position under the standardised approach in BIPRU 9.11.2 R, subject to the requirements of BIPRU 9.9 to BIPRU 9.11, where appropriate. |
Table: specific risk Position Risk Adjustments - IRB approach
3Credit Quality Step |
Securitisation positions |
Resecuritisation positions |
||||
Credit assessments other than short term |
Short-term credit assessments |
A |
B |
C |
D |
E |
1 |
1 |
0.56% |
0.96% |
1.6% |
1.6% |
2.4% |
2 |
0.64% |
1.20% |
2% |
2% |
3.2% |
|
3 |
0.8% |
1.44% |
2.8% |
2.8% |
4% |
|
4 |
2 |
0.96% |
1.6% |
3.2% |
5.2% |
|
5 |
1.60% |
2.8% |
4.8% |
8% |
||
6 |
2.8% |
4% |
8% |
12% |
||
7 |
3 |
4.8% |
6% |
12% |
18% |
|
8 |
8% |
16% |
28% |
|||
9 |
20% |
24% |
40% |
|||
10 |
34% |
40% |
52% |
|||
11 |
52% |
60% |
68% |
|||
all other unrated |
100% |
|||||
A firm may only apply the position risk adjustments in this table where it would have to calculate a risk weighted exposure amount in accordance with the IRB approach to securitisation and resecuritisation positions if such positions were in its non-trading book under BIPRU 9. The appropriate position risk adjustment is calculated as 8% of the risk weight that would apply to the position under the IRB approach in BIPRU 9.12.11 R, subject to the requirements in BIPRU 9.12 where appropriate. |
Table: general market risk Position Risk Adjustments
This table belongs to BIPRU 7.2.56R.
Zone |
Maturity band |
||
Coupon of 3% or more |
Coupon of less than 3% |
||
One |
0 ≤ 1 month |
0 ≤ 1 month |
0.00% |
> 1 ≤ 3 months |
> 1 ≤ 3 months |
0.20% |
|
> 3 ≤ 6 months |
> 3 ≤ 6 months |
0.4% |
|
> 6 ≤ 12 months |
> 6 ≤ 12 months |
0.7% |
|
Two |
> 1 ≤ 2 years |
> 1.0 ≤ 1.9 years |
1.25% |
> 2 ≤ 3 years |
> 1.9 ≤ 2.8 years |
1.75% |
|
> 3 ≤ 4 years |
> 2.8 ≤ 3.6 years |
2.25% |
|
Three |
> 4 ≤ 5 years |
> 3.6 ≤ 4.3 years |
2.75% |
> 5 ≤ 7 years |
> 4.3 ≤ 5.7 years |
3.25% |
|
> 7 ≤ 10 years |
> 5.7 ≤ 7.3 years |
3.75% |
|
> 10 ≤ 15 years |
> 7.3 ≤ 9.3 years |
4.5% |
|
> 15 ≤ 20 years |
> 9.3 ≤ 10.6 years |
5.25% |
|
> 20 years |
> 10.6 ≤ 12.0 years |
6.00% |
|
> 12.0 ≤ 20.0 years |
8.00% |
||
> 20 years |
12.50% |
Table: Instruments which result in notional positions
This table belongs to BIPRU 7.3.15R(2)
Under the simplified equity method (BIPRU 7.3.29R) |
Under the standard equity method (BIPRU 7.3.32R) |
|||
Only one country in the index or basket (see BIPRU 7.3.32R) |
One position in the index or basket |
One position in the index or basket |
||
More than one country in the index or basket |
One position in the index or basket |
Several notional basket positions, one for each country |
or |
One notional basket position in a separate, notional country |
Table: simplified equity method position risk adjustments
This table belongs to BIPRU 7.3.29R
Instrument |
|
Single equities |
16%2 2 |
Qualifying equity indices2 (see BIPRU 7.3.38R) 2 |
8% |
All other equity indices or baskets |
16%2 2 |
If it is necessary to distinguish between the specific risk position risk adjustment and the general market risk position risk adjustment, the specific risk position risk adjustment for the first and third rows is 8%2 and that for the second row is 0%. The rest of the position risk adjustment in the second column is the general market risk position risk adjustment 2 |
Table: position risk adjustment for specific risk under the standard equity method
This table belongs to BIPRU 7.3.33R1
Instrument |
|
Qualifying equity indices2 (see BIPRU 7.3.38R) 2 |
0% |
All equities, and other2equity indices or equity2 baskets 22 |
8%2 2 |
Table: Instruments which result in notional positions
This table belongs to BIPRU 7.4.2R(3)
Instrument |
See |
Forwards, futures, CFDs, synthetic futures and options on a single commodity (unless the firm calculates a PRR on the option under BIPRU 7.6 (Option PRR)) |
|
A commitment to buy or sell a single commodity at an average of spot prices prevailing over some future period |
|
Forwards, futures, CFDs, synthetic futures and options on a commodity index (unless the firm calculates an PRR on the option under BIPRU 7.6) |
|
A warrant relating to a commodity must be treated as an option on a commodity. |
Table: Example of buying at the average spot price prevailing in the future
This table belongs to BIPRU 7.4.11G
Application of BIPRU 7.4.10R(1) |
Application of BIPRU 7.4.10R(2) |
|
From trade date to start of averaging period |
Long position in 100 tonnes of copper with a maturity of 30 June. |
A series of 20 notional short positions each equal to 5 tonnes of copper. Each position is allocated a maturity equal to one of the business days in February (one for each day). |
During averaging period |
Long position in 100 tonnes of copper with a maturity of 30 June. |
As each business day goes by in February the price for 5 tonnes of copper is fixed and so there will be one less notional short position. |
After averaging period |
Long position in 100 tonnes of copper with a maturity of 30 June. |
No short positions. |
Table: Treatment of commodity index futures and commodity index options
This table belongs to BIPRU 7.4.13R(2)(b)
Construction of index |
|
Spot level of index is based on the spot price of each constituent commodity |
Each quantity determined in Step 1 as referred to in BIPRU 7.4.13R is assigned a maturity equal to the expiry date of the contract. |
Spot level of index is based on an average of the forward prices of each constituent commodity |
Each quantity determined in Step 1 as referred to in BIPRU 7.4.13R is divided (on a pro-rata basis) into a series of forward positions to reflect the impact of each forward price on the level of the index. The maturity of each forward position equals the maturity of the relevant forward price determining the level of the index when the contract expires. |
Table: Treatment of commodity swaps
This table belongs to BIPRU 7.4.16R
Receiving amounts which are unrelated to any commodity's price |
Receiving the price of commodity 'b' |
|
Paying amounts which are unrelated to any commodity's price |
N/A |
|
Paying the price of commodity 'a' |
Short positions in commodity 'a' and long positions in commodity 'b' |
Table: Maturity bands for the maturity ladder approach
This table belongs to BIPRU 7.4.26R
Band |
Maturity of position |
Band 1 |
0 ≤ 1 month |
Band 2 |
> 1 month ≤ 3 months |
Band 3 |
> 3 months ≤ 6 months |
Band 4 |
> 6 months ≤ 1 year |
Band 5 |
> 1 year ≤ 2 years |
Band 6 |
> 2 years ≤ 3 years |
Band 7 |
> 3 years |
Table: Appropriate position risk adjustment
This table belongs to BIPRU 7.6.7R
Underlying position |
|
The position risk adjustment applicable to the underlying equity or equity index in the table in BIPRU 7.3.30R (Simplified equity method) |
|
Interest rate |
The sum of the specific risk position risk adjustment (see BIPRU 7.2.43R to BIPRU 7.2.51G (Specific risk calculation)) and the general market risk position risk adjustment (as set out in BIPRU 7.2.57R (General market riskposition risk adjustments)) applicable to the underlying position |
Debt securities |
The sum of the specific risk position risk adjustment (see BIPRU 7.2.43R to BIPRU 7.2.51G (Specific risk calculation)) and the general market risk position risk adjustment (as set out in the table in BIPRU 7.2.57R (General market riskposition risk adjustments)) applicable to the underlying position |
18% (unless BIPRU 7.6.7R requires otherwise) |
|
Currency |
8% |
Gold |
8% |
32% (subject to BIPRU 7.6.6R and BIPRU 7.6.7R) |
Table: Derived positions
This table belongs to BIPRU 7.6.9R
Underlying |
Option (or warrant) |
Derived position |
Option (warrant) on a single equity or option on a future/forward on a single equity |
A notional position in the actual equity underlying the contract valued at the current market price of the equity. |
|
Option (warrant) on a basket of equities or option on a future/forward on a basket of equities |
A notional position in the actual equities underlying the contract valued at the current market price of the equities. |
|
Option (warrant) on an equity index or option on a future/forward on an equity index |
A notional position in the index underlying the contract valued at the current market price of the index. |
|
Interest rate |
A zero coupon zero-specific-risk security in the currency concerned with a maturity equal to the sum of the time to expiry of the contract and the length of the period on which the settlement amount of the contract is calculated valued at the notional amount of the contract. |
|
A zero coupon zero-specific-risk security in the currency concerned with a maturity equal to the length of the swap valued at the notional principal amount. |
||
Interest rate cap or floor |
A zero coupon zero-specific-risk security in the currency concerned with a maturity equal to the remaining period of the cap or floor valued at the notional amount of the contract. |
|
Debt securities |
Option (warrant) on a debt security or option on a future/forward on a debt security |
The underlying debt security with a maturity equal to the time to expiry of the option valued as the nominal amount underlying the contract at the current market price of the debt security. |
Option (warrant) on a basket of debt securities or option on a future/forward on a basket of debt securities |
A notional position in the actual debt securities underlying the contract valued at the current market price of the debt securities. |
|
Option (warrant) on an index of debt securities or option on a future/forward on an index of debt securities |
A notional position in the index underlying the contract valued at the current market price of the index. |
|
Option on a commodity or option on a future/forward on a commodity |
An amount equal to the tonnage, barrels or kilos underlying the option with (in the case of a future/forward on a commodity) a maturity equal to the expiry date of the forward or Futures contract underlying the option. In the case of an option on a commodity the maturity of the position falls into Band 1 in the table in BIPRU 7.4.28R (Table: Maturity bands for the maturity ladder approach). |
|
An amount equal to the tonnage, barrels or kilos underlying the option with a maturity equal to the length of the swap valued at the notional principal amount. |
||
(These provisions about CIUs are subject to BIPRU 7.6.35R) |
Option (warrant) on a single CIU or option on a future/forward on a single CIU |
A notional position in the actual CIU underlying the contract valued at the current market price of the CIU. |
Option (warrant) on a basket of CIUs or option on a future/forward on a basket of CIUs |
A notional position in the actual CIUs underlying the contract valued at the current market price of the CIUs. |
|
Gold |
An amount equal to the troy ounces underlying the option with (in the case of a future/forward on gold) a maturity equal to the expiry date of the forward or futures contract underlying the option. |
|
Currency |
Currency option |
The amount of the underlying currency that the firm will receive if the option is exercised converted at the spot rate into the currency that the firm will sell if the option is exercised. |
Table: Option strategies
This table belongs to BIPRU 7.6.14R
Option strategy (and an example) |
Notional option (and rule it must be treated under) |
Bull Spread (e.g. buy 100 call and sell 101 call) |
One purchased option (treat under BIPRU 7.6.20R) |
Bear Spread (e.g. sell 100 put and buy 101 put) |
One written option (treat under BIPRU 7.6.21R) |
Synthetic Long Call (e.g. long underlying and buy 100 put) |
One purchased option (treat under BIPRU 7.6.20R or BIPRU 7.6.24R) |
Synthetic Short Call (e.g. short underlying and sell 100 put) |
One written option (treat under BIPRU 7.6.21R or BIPRU 7.6.24R) |
Synthetic Long Put (e.g. short underlying and buy 100 call) |
One purchased option (treat under BIPRU 7.6.20R or BIPRU 7.6.24R) |
Synthetic Short Put (e.g. buy underlying and sell 100 call) |
One written option (treat under BIPRU 7.6.21R or BIPRU 7.6.24R) |
Long Straddle (e.g. buy 100 call and buy 100 put) |
One purchased option (treat under BIPRU 7.6.20R) |
Short Straddle (e.g. sell 100 call and sell 100 put) |
One written option (treat under BIPRU 7.6.21R but with no reduction for the amount the option is out of the money) |
Long Strangle (e.g. buy 101 call and buy 99 put) |
One purchased option (treat under BIPRU 7.6.20R) |
Short Strangle (e.g. sell 99 call and sell 101 put) |
One written option (treat under BIPRU 7.6.21R but with no reduction for the amount the option is out of the money) |
Long Butterfly (e.g. buy one 100 call, sell two 101 calls, and buy one 102 call) |
One purchased option (treat under BIPRU 7.6.20R) |
Short Butterfly (e.g. sell one 100 put, buy two 101 puts, and sell one 102 put) |
One written option (treat under BIPRU 7.6.21R but with no reduction for the amount the option is out of the money) |
Table: Option PRR: methods for different types of option
This table belongs to BIPRU 7.6.16R
Option |
Description |
Method |
American option |
An option that may be exercised at any time over an extended period up to its expiry date. |
Option standard method or option hedging method if appropriate |
European option |
An option that can only be exercised at expiry. |
|
Bermudan option |
A cross between an American option and European option. The Bermudan option can only be exercised at specific dates during its life. |
|
Asian option |
The buyer has the right to exercise at the average rate or price of the underlying over the period (or part of the period) of the option. One variant is where the payout is based on the average of the underlying against a fixed strike price; another variant is where the payout gives at expiry the price of the underlying against the average price over the option period. |
Option standard method or option hedging method if appropriate |
Barrier option |
An option which is either cancelled or activated if the price of the underlying reaches a pre-set level regardless of the price at which the underlying may be trading at the expiry of the option. The knock-out type is cancelled if the underlying price or rate trades through the trigger; while the knock-in becomes activated if the price moves through the trigger. |
|
Corridor option |
Provides the holder with a pay-out for each day that the underlying stays within a defined range chosen by the investor. |
|
Ladder option |
Provides the holder with guaranteed pay-outs if the underlying trades through a pre-agreed price(s) or rate(s) at a certain point(s) in time, regardless of future performance. |
|
Lock-in option |
An option where the pay-out to the holder is locked in at the maximum (or minimum) value of the underlying that occurred during the life of the option. |
|
Look-back option |
A European style option where the strike price is fixed in retrospect, that is at the most favourable price (i.e. the lowest (highest) price of the underlying in the case of a call (put)) during the life of the option. |
|
Forward starting option |
An option that starts at a future date. |
|
Compound option |
An option where the underlying is itself an option (i.e. an option on an option). |
Option standard method or option hedging method if appropriate |
Interest rate cap |
An interest rate option or series of options under which a counterparty contracts to pay any interest costs arising as a result of an increase in rates above an agreed rate: the effect being to provide protection to the holder against a rise above that agreed interest rate. |
Option standard method, but no reduction for the amount the option is out of the money is permitted |
Interest rate floor |
An interest rate option or series of options under which a counterparty contracts to pay any lost income arising as a result of a fall in rates below an agreed rate: the effect being to provide protection to the holder against a fall below that agreed interest rate. |
|
Performance option |
An option based on a reference basket comprising any number of assets, where the pay-out to the holder could be one of the following: the maximum of the worst performing asset, or 0; the maximum of the best performing asset, or 0; the maximum of the spreads between several pairs of the assets, or 0. |
Option standard method or option hedging method - using the highest position risk adjustment of the individual assets in the basket |
Quanto |
Quanto stands for "Quantity Adjusted Option". A quanto is an instrument where two currencies are involved. The payoff is dependent on a variable that is measured in one of the currencies and the payoff is made in the other currency. |
Subject to BIPRU 7.6.31R, the option standard method |
Cliquet option |
A cliquet option consists of a series of forward starting options where the strike price for the next exercise date is set equal to a positive constant times the underlying price as of the previous exercise date. It initially acts like a vanilla option with a fixed price but as time moves on, the strike is reset and the intrinsic value automatically locked in at pre-set dates. If the underlying price is below the previous level at the reset date no intrinsic value is locked in but the strike price will be reset to the current price attained by the underlying. If the underlying price exceeds the current level at the next reset the intrinsic value will again be locked in. |
Option standard method for a purchased cliquet, or the method specified in BIPRU 7.6.30R for a written cliquet |
Digital option |
A type of option where the pay-out to the holder is fixed. The most common types are all-or-nothing and one-touch options. All-or-nothing will pay out the fixed amount if the underlying is above (call) or below (put) a set value at expiry. The one-touch will pay the fixed amount if the underlying reaches a fixed point any time before expiry. |
The method specified in BIPRU 7.6.29 R |
The method specified for the type of instrument whose description it most closely resembles. |
Table: Appropriate treatment for equities, debt securities or currencies hedging options
This table belongs to BIPRU 7.6.24R
Hedge |
PRR calculation for the hedge |
Limits (if hedging method is used) |
Naked position |
The equity must be treated in either BIPRU 7.3 (equity PRR) or the option hedging method (see the table in BIPRU 7.6.27R) |
The option hedging method must only be used up to the amount of the hedge that matches the notional amount underlying the option or warrant |
To the extent that the amount of the hedge (or option or warrant) exceeds the notional amount underlying the option or warrant (or hedge), a firm must apply an equity PRR, interest rate PRR or foreign currencyPRR (or the option standard method) |
|
The debt security must be treated in BIPRU 7.2 (interest rate PRR) or the option hedging method (see the table in BIPRU 7.6.27R) |
As for the first row |
As for the first row |
|
Gold (hedging a gold option) |
The gold must be treated in either BIPRU 7.5 (Foreign currency PRR) or the option hedging method (see the table in BIPRU 7.6.27R) |
As for the first row |
As for the first row |
A currency or currencies (hedging a currency option) |
The currency must be treated in either BIPRU 7.5 (Foreign currency PRR) or the option hedging method (see the table in BIPRU 7.6.28R) |
As for the first row |
As for the first row |
Table: The hedging method of calculating the PRR (equities, debt securities and gold)
This table belongs to BIPRU 7.6.24R(1) - (3)
PRR |
||||
In the money by more than the position risk adjustment |
In the money by less than the position risk adjustment |
|||
Long in security or gold |
Long put |
Zero |
Wp |
X |
Short call |
Y |
Y |
Z |
|
Short in security or gold |
Long call |
Zero |
Wc |
X |
Short put |
Y |
Y |
Z |
|
Where: |
||||
Wp means |
{(position risk adjustment-100%) x The underlying position valued at strike price} |
+ |
The market value of the underlying position |
|
Wc means |
{(100% +position risk adjustment x The underlying position valued at strike price} |
- |
The market value of the underlying position |
|
X means |
The market value of the underlying position multiplied by the appropriate position risk adjustment |
|||
Y means |
The market value of the underlying position multiplied by the appropriate position risk adjustment. This result may be reduced by the market value of the option or warrant, subject to a maximum reduction to zero. |
|||
Z means |
The option hedging method is not permitted; the option standard method must be used. |
Table: The hedging method of calculating the PRR (currencies)
This table belongs to BIPRU 7.6.24R(4)
In the money by more than 8% |
In the money by less than 8% |
||
Long calls & long puts |
Zero |
WL |
X |
Short calls & short puts |
Zero |
Y |
X |
Where: |
|||
WL means |
(1.08% x U) |
- |
The market value of the underlying position |
U means |
The amount of the underlying currency that the firm will receive if the option is exercised, converted at the strike price into the currency that the firm will sell if the option is exercised |
||
X means |
The market value of the underlying position multiplied by 8%. |
||
Y means |
The market value of the underlying position multiplied by 8%. This result may be reduced by the market value of the option, subject to a maximum reduction to zero. |
Table: instruments which result in notional foreign currency positions
This table belongs to BIPRU 7.5.3R(6).
Instruments |
See |
Foreign currencyfutures, forwards, synthetic futures and CFDs |
|
Foreign currency options or warrants (unless the firm calculates a PRR on the option or warrant under BIPRU 7.6 (Option PRR)). |
|
Gold futures, forwards, synthetic futures and CFDs |
|
Gold options (unless the firm calculates a PRR on the option under BIPRU 7.6). |
|
Table: Net underwriting position reduction factors
This table belongs to BIPRU 7.8.27R
Underwriting timeline |
Debt |
Equity |
|
Time of initial commitment until working day 0 |
0% |
100% |
90% |
0% |
90% |
90% |
|
0% |
75% |
75% |
|
0% |
75% |
75% |
|
0% |
50% |
50% |
|
0% |
25% |
25% |
|
Working day 6 and onwards |
0% |
0% |
0% |
Table: Example of the reduced net underwriting position calculation
This table belongs to BIPRU 7.8.29G
Time |
Percentage reduction (see BIPRU 7.8.28R) |
||||
At initial commitment 9.00am Monday |
£100m gross amount is reduced by £20m due to sales/sub-underwriting commitments confirmed in writing at the time of initial commitment (see BIPRU 7.8.17R (1)) and (4)). |
= |
£80m |
90% |
£8m |
Post initial commitment 9.02am Monday |
Remaining £80m is reduced by £40m due to further sales, sub-underwriting commitments obtained and allocations granted (see BIPRU 7.8.17R (2) - (5)). |
= |
£40m |
90% |
£4m |
At the end of working day 1 |
Remaining £40m is reduced to £20m due to further sales. |
= |
£20m |
90% |
£2m |
End of working day 3 |
Remaining £20m is reduced to £5m due to further sales. |
= |
£5m |
75% |
£1.25 m |
End of working day 4 |
Remaining £5m is reduced to £2m due to further sales. |
= |
£2m |
50% |
£1m |
End of working day 5 |
Remaining £2m is reduced to £1m due to further sales. |
= |
£1m |
25% |
£0.75 m |
Start of working day 6 |
£1m remaining |
= |
£1m |
0% |
£1m |
Table: Calculation of net underwriting exposure
This table belongs to BIPRU 7.8.34R
Time |
Reduction factor to be applied to net underwriting position |
100% |
|
100% |
|
90% |
|
75% |
|
75% |
|
50% |
|
25% |
|
Working day 6 onwards |
0% |
This table belongs to IFPRU 6.2.8 G.
Instrument |
Notional positions |
||
Foreign currency forward or future |
A long position denominated in the currency purchased |
and |
A short position denominated in the currency sold |
Gold forward or future |
A long position if the forward or future involves an actual (or notional) sale of gold |
or |
A short position if the forward or future involves an actual (or notional) purchase of gold |
Equity forward or future |
A long position if the contract involves an actual (or notional) sale of the underlying equity |
or |
A short position if the contract involves an actual (or notional) purchase of the underlying equity |