Variance Futures on Eurex Exchange. Product description & clearing concept

Transcription

1 Product description & clearing concept

2 Content Product description Clearing concept Appendix 2

3 Outline Challenge: Swap products difficult to capture via futures transaction based settlement required Product needs to be tradable any day and mimic the pay off profile of a Variance Swap Solution: Futures concept moves individual transactions into a standard product like EURO STOXX 50 Index futures Variance Futures with a standardvariance strike, fixed start date and expiration At the end of the trading day all transactions are settled towards the standard futures Traded in notional Vega and volatility Converted into Variance Futures and settled in variance 3

4 Market snapshot notionalvega volatility strike Bloomberg thomsonreuters VETA <INDEX> CT <0#EVAR:> 4

5 Vega to Variance Vola Strike to Futures Price During the day, the product trades in notional Vega at volatility strikes On trade match, the notional Vega of the trade will be converted into a position in Variance Futures and the traded volatility strike will be converted into a Futures price, HOW: First, the traded volatility strike is converted into variance and adjusted for the historical variance of the (running) standard Futures: 2 = + The traded strike will now be converted into the standard Futures: = + (C**) The notional Vega will be converted into Variance Futures, also adjusted for the history of the (running) standard Futures. The amount is dependent on the traded price = 2 ( ) ( ) ( ( )) Variance Futures are implemented using T= amount of Variance observations T Variance Futures =(Total Days-1) Variance Swap * Discount Factor and Accumulated Return on Modified Variation Margin (ARMVM) account for NPV effects when buying into an existing contract ** The constant keeps the Futures price out of negative territory 5

6 NPV effects Accumulated return on modified variation margin (ARMVM) is defined as: = ( ) + ( ) ( ( ( ) -1) The second term captures the daily cost of carry of the economic value of the swap. This represents the cost of carry of margin payments as the initial value of a swap is zero and hence the price of the (non) standard futures is zero. Therefore, the constant has to be removed, as well At first trading day of the standard futures contract ARMVM = 0 The first term compounds this daily cost of carry over time ARMVM aligns the OTC P&L with the Variance Futures P&L: OTC Variance Futures (realized variance variance strike) (realized variance variance strike) carry profits from variation margin payment + carry losses from variation margin payments The discount factor NPVs the expected value of the standard swap between today and maturity = ( ) ARMVM 6

7 Illustration time to maturity S T F t = = 0 t T 0 t T 0 t T - realized variance standard strike ARMVM realized variance implied volatility 2 - standard strike - 1-D - - ARMVM The cumulative cash flow at final settlement day will be: S T - F t = realized variance implied volatility 2 standard strike - - standard strike + 1-D ARMVM S T final settlement price of the futures F t traded futures price in t 7

8 Trade Example Trade in an OTC Variance Swap on 30 May ,000 Vega at 22.68% volatility Settlement on 19 August ,205 Variance units Variance strike SX5E at 3, At settlement on 19 August 2016: Final realized Variance: (27.69% volatility) Equity amount: ( ) * 2,205 = 556, * SX5E at 2, (12:00 EDSP) Trade in Variance Futures on 30 May ,000 Vega at 22.68% volatility 2,391 AUG16 Variance Futures at a price of 2, The Futures: Total life time : 64 variance observations At settlement on 19 August 2016: Final settlement price = 3, Accrued variance observations : 5 Remaining life time: 59 variance observations Standard strike : 23.20% Cumulative variation margins: (3, , ) * 2391 = 557, Cumulative ARMVM (ARMVM T ARMVM t ) * 2,391 = ** - Discount of the standard swap in t: (1-D t )*(traded variance standard strike) * number of futures = 36.18** Total P&L: = 556, *»The difference between implied and realized volatility of 5.01% points results into a 557K profit *P&L is calculated using non-rounded amounts of futures/ variance units ** Negative interest rates create inverse NPV effects 8

9 Standardization & Fungibility (1/2) Variance Futures are standardised in two dimensions: Maturity: Variance Futures will have the same maturities as the related Options products Variance Strike: Each Maturity will have a standard variance strike that is set on the first trading day based on market level Each individual trade will be converted into a position in the standard Variance Futures contract with the respective maturity: The economics of the spot starting Variance Swap are converted into a Futures with a history The traded Volatility strike is converted into the standard Volatility (variance-) strike of the Futures Variance Futures are fully fungible and can be traded in and out at any point during their life time 9

10 Standardization & Fungibility (2/2) Trading and Clearing in different notations involves conversions from Vega to Futures and from volatility strikes to Futures prices Variance Futures Prices contain two major elements: The realized variance from the start day of the contract until the trade day The implied variance resulting from the traded volatility strike In order to replicate a Variance Swap trade that starts with the first underlying price observation at the end of the trading day, trades need to be converted twice from volatility to Futures prices: 1. Intraday after a trade match: into PRELIMINARY Futures prices 2. End of day: into FINAL Futures prices that include the realized variance until the end of the trading day At Eurex, these conversions are done by the Trading System T7 Matched trades are reported to the clearing system in Futures only; the clearing and position keeping takes place in Futures only 10

11 Comparison: Variance Futures vs. Variance Swap The Variance Futures yield the same P&L like the equivalent OTC Variance Swap: 1. Buy futures on first trading day and hold until maturity 2. Buy futures after first trading day at market price level and hold to maturity In the following trade scenarios the P&L in Variance futures may differ from the equivalent OTC P&L: 1. Buy futures on first trading day and sell prior to expiry at market price level 2. Buy futures after first trading day at market price level and sell prior to maturity at market price level Compared to an early terminated Variance Swap, the Variance Futures that is sold before maturity includes the EURO STOXX 50 price point at the end of the day of the termination 11

12 Summary The Variance Futures converts the pay off streams resulting from different OTC Variance Swap transactions and convert them into a (uniform) pay off stream resulting from a standardized product using daily margining The standardization creates fungibility Selling the contract before maturity adds an additional price point to the final realized variance. Other than the OTC convention the closing of the position includes the EURO STOXX 50 price at the end of the trading day into the calculation of the realized variance 12

13 Product details Price conversion Standard strike On-exchange trades are converted twice: 1. Upon matching from volatility into a preliminary futures price 2. End of day into the final traded futures price. This factor in the realized variance until end of day (starts the variance observation at the end of the trading day) 3. On the first trading day trade matches are generally converted to a futures price of 3000, intra day. The first conversion according to the formulas takes place end of day The standard strike will be determined on the first trading day and be equal to the settled implied volatility»1 st settlement price in the futures = 3000 Interest rates ARMVM will be calculated using the EONIA rate, settled at 19:00 CET on the previous day The discount factors are calculated using EURIBOR rates, fixed at 11:00 CET and interpolated to the respective maturity of the futures (see backup for the interpolation formula) Market disruptionevent 1) STOXX fails to provide an index closing level 2) Eurex Exchange fails to open for trading during scheduled trading hours 3) Other market disruption events according to the European OTC standard 13

14 Contract specifications Overview EURO STOXX 50 Variance futures (EVAR) Contract value Contract terms Minimum price change 1 per Variance Futures point Variance Futures are available for trading at Eurex Exchange until one day before the final settlement day of each of the following terms: up to and in each case including the final settlement day of the next, the second and the third succeeding calendar month and the next three succeeding quarter-end months (March, June, September, December) and the next two succeeding half-year expiration days (June and December) thereafter Variance Futures points Tick value Settlement Final settlement price/ expiration day Final settlement day Last trading day Continuous trading Eurex Trade Entry Services Cash settlement Based on the average of the EURO STOXX 50 index calculations between 11:50 until 12:00 CET on the third Friday of the maturity month Next trading day following the last trading day One business day before the third Friday of the maturity month 09:00 17:30 CET 9:00 21:00 CET Eurex Trade Entry Services minimum size Trading calendar Trade matching/ Block Trade Entry Service 1 contract Variance Futures will be tradable on each Eurex trading day. The maturing contract month will not be tradable on its maturity day Variance Futures are traded on-exchange in terms of notional vega at volatility. Upon matching notional vega and volatility are converted into Variance Futures at Variance Futures prices. The corresponding conversion formulas and parameters are published by the exchange. Block trades are entered in Variance Futures at FINAL Variance Futures prices Order maintenance Notional vega at volatility Minimum order size = 1 vega Minimum price change = 0.05 volatility points 14

15 15 Margining in Variance Futures Margin requirement for Variance Futures -Initial margin per 100K Vega- Product Series Size Vega OESX MAR Put OESX MAR Call long long ~ long EVAR MAR short ~ short EuroStoxx options hedged with Variance Futures -Initial margin, separate and combined- Variance Futures are portfolio margined with EuroStoxx 50 options VSTOXX Futures Options on VSTOXX Futures and VSTOXX options Vega offsetting positions can generate substantial margin efficiencies 88 % margin reduction Margin calculations as of 28 December 2016 ~ 3 months to maturity

16 Content Product description Clearing concept Appendix 16

17 Clearing concept Overview In order to replicate the pay-off profile of an OTC Variance Swap the conversion from vega to futures has to take place at the end of the day, when the EURO STOXX 50 closing price is available Intraday, Eurex Exchange converts order book trades from vega to futures at a preliminary futures price End of day, the preliminary trades are replaced by trades based on the original vega notional and volatility strikes, but with a futures price that considers the EURO STOXX 50 close in its realized variance The futures quantity will not change between intraday and end of day The method to replace the futures price end of day is PRELIMINARY/Rebook Trade- and position adjustments can be done also based on PRELIMINARY futures prices. The end of day price update will follow 17

18 Preliminary Prices Handling T7 Trade Acceptance Preliminary Prices in T7 Final Prices in T7 EoD Participants TradeCapture Report Participants TradeCapture Report Automatic inverse booking of the Preliminary Price and rebooking of the Final Trade with the Final Price C7 Preliminary Prices in C7 marked with a Preliminary Price Tag Final Prices in C7 Definition The preliminary priced transactions receive their final price EoD from T7. The update is processed as booking-out of the preliminary priced transaction and booking-in of the transaction with final price Trade Entry Service After TES Migration preliminary priced off-book transactions will be handled as all on-exchange transactions Booking Logic The transactions with preliminary price will be automatically adjusted when the final price is received from T7 The transaction with final price does not carry preliminary price tag The price adjustment is position neutral. Thus, all position adjustments are allowed for preliminary priced transaction Preliminary priced transactions are available for transaction adjustments (excluding average price adjustment) All adjustments on preliminary price transactions carry the preliminary price tag until the final price adjustment takes place Pending give-ups will be reinstated after final price adjustment 18

19 Summary: Transaction processing in the Eurex Clearing system Preliminary transaction Booking out Booking in Timing - Intraday - End of day - End of day Quantity/ price - futures quantity - INTERIM futures price - Original transaction is AUTOMATICALLY adjusted - No changes to the quantity - FINAL futures price resulting from the end of day conversion Required flag/id - Order ID (containing the T7 Order ID) - Time stamp of the original trade - The transactionis ADJUSTABLE - Order ID (containing the T7 Order ID) - Time stamp of the book-out transaction - Order ID (containing the T7 Order ID) - Time stamp of the final trade - The new transaction will contain the Eurex Original Order ID (containing the T7 Order ID) - The transactions can be linked in the Eurex Clearing GUI by the T7 Order ID Confirmation /messages - Real time transaction confirmation from the clearing system with futures quantity and INTERIM futures price - The transaction will be marked to indicate it is preliminary - The message will indicate the preliminary transaction to be booked out - Transaction confirmations from the clearing system will be sent again in futures with FINAL futures prices 19

20 Trade Capture Report (TCR): Attributes Preliminary Trade Booking out Booking in Comment Cleared Indicator Secondary Order ID = Cleared with preliminary price From C7 Release 3.0, only order ID field will be used as unique identifier for order. SecondaryOrderID is removed. (DFS9121) Trade Report ID (Transaction ID) C7 key identifier for transactions: Transaction ID + Suffix Transaction Type Field TransferReason. Eurex internal transaction type. 0 = TRADE 13 = TRADE_PRICE_ADJUSTMENT Free Text Usage of Free Text field for marking PRELIMINARY or FINAL transaction is discontinued. Position Effect 1) C 2) O C O C O Preliminary trades will be booked with original position effect at Eurex Clearing; Example 1): Original trade executed to close Example 2): Original trade executed to open 20

21 Regulatory reporting BaFin requires the reporting of the final booking with: The price of the final booking The time stamp of the final booking Eurex Exchange will only report the final booking to BaFin; preliminary and the cancellation booking will not be reported 21

22 Time axis 18:30 CET: final conversion parameters available Pre trading Trading 9:00 17:30 Post Trading Full 17:30 21:00 Post late 1 Post late 2 Post restricted 22:00 Pre-Trading Enter quotes and orders Trading Order book and TES trades are handled with PRELIMINARY futures prices Full support of trade adjustments Post-Trading Full Addition of EURO STOXX 50 close price to the realized variance Calculation of final conversion parameters Cancellations Re-bookings Enter quotes and order for following day Availability of post trade functions TES trades until 21:00 Post-late 1 No Eurex Trade Entry Services Post-late 2 Only cancellation of pending Give up s is possible No Take up possible Post-Trading restricted Only data inquiries And entry of order for following day 22

23 Content Product description Clearing concept Appendix 23

24 Appendix 24

25 Special First trading day of a new contract On the first trading day of a new contract month there are no conversion parameters from the previous day that can be used for the preliminary conversion, intraday The futures starts with ARMVM = 0 Realized variance (σ 2 realized) = 0 Using settled implied volatility at the end of the day = standard strike for the new contract month creates a starting point of the new futures of 3000: = + =0 =0 The preliminary prices that are matched during the day will all be set to 3000, the settlement price in the futures During the end of day conversion, the final trade prices will be calculated, using the settlement volatility as a standard strike 25

26 Special Last trading day & maturity The futures settles the last time against the EURO STOXX 50 final settlement price at 12:00 CET on the third Friday of the maturity month On that day, trading in the futures will NOT be possible, because: The equivalent Variance Swap would start and end with the same price point The quantity conversion from vega to futures would lead to an error: ( ) = 2 ( ) ( ( )) Note there will be no trade/position adjustments possible until Post-Trading Full phase =0 26

27 Rounded to the nearest integer Trades at different prices on 1st trading day Date vol strike 20,5 20, ,68 22,00 22,2 22,5 vega ' implied vol (spot to realized var exp)/ par traded Accrued from trade settlement variance interest Futures Days date price strike II rate discount factor ARMVM Future price w/ TVA 2950, , , , , , , Price # of Futures 2439, , , , , , ,2222 intraday 0 0trade price 2,00% 0, ,0000 rounded /06/ , , ,00% 0, , , (31.381) (50.908) (79.879) 17/06/ , , , ,00% 0, , , (2.358) (33.707) (53.214) (82.156) 20/06/ , , , ,00% 0, , , (9.157) (38.692) 06/07/ , , , ,00% 0, , ,7016 (86.909) ( ) ( ) ( ) ( ) ( ) ( ) 07/07/ , , , ,00% 0, , ,8247 ( ) ( ) ( ) ( ) ( ) ( ) ( ) 08/07/ , , , ,00% 0, , ,4809 (4.533) (34.137) (53.640) ( ) ( ) ( ) ( ) 11/07/ , , , ,00% 0, , , /07/ , , , ,00% 0, , , /07/ , , ,5448 2,00% 0, , , /07/ , , , ,00% 0, , , /07/ , , , ,00% 0, , , /07/ , , ,3906 2,00% 0, , , /07/ , , , ,00% 0, , , /07/ , , , ,00% 0, , , /07/ , , , ,00% 0, , , (5.445) (25.243) (54.614) 22/07/ , , , ,00% 0, , , (51.158) (81.862) ( ) ( ) 25/07/ , , , ,00% 0, , , (2.680) (22.508) (51.921) 26/07/ , , , ,00% 0, , , (2.515) (33.928) (53.476) (82.478) 24/08/ , , , ,00% 0, , , /08/ , , ,3262 2,00% 0, , , /08/ ,7874 0, ,0241 2,00% 0, , , /08/ , , , ,00% 0, , , /08/ , , , ,00% 0, , , /08/ , , , ,00% 0, , , /09/ , , , ,00% 0, , , /09/ , , , ,00% 0, , , /09/ , , , ,00% 0, , , /09/ , , , ,00% 0, , , /09/ , , ,2334 2,00% 0, , , /09/ ,1646 0, ,1646 2,00% 1 1, , , , cleared uncleared comparison of payoffs Futures vs OTC on expiration Cumulative P&L Difference OTC vs listed

28 Date Accrued Days realized var from trade date implied vol (spot to exp)/ settlement price par variance strike II bough at first trading day and sold (all Futures) on 16/08/2011 interest rate discount factor ARMVM Future price w/ TVA 2962, bought on 15/07/2011 and sold (all Futures) on 29/08/ , intraday 0 0trade price 2,00% 0, , /06/ , , ,00% 0, , , /06/ , , , ,00% 0, , , /06/ , , , ,00% 0, , , /06/ , , , ,00% 0, , , /06/ ,6577 0, , ,00% 0, , , /07/ , , , ,00% 0, , ,7016 ( ) 07/07/ , , , ,00% 0, , ,8247 ( ) intra day 08/07/ , , , ,00% 0, , ,4809 (34.137) 24% bought at V= 25% sold at 11/07/ , , , ,00% 0, , , Vega K /07/ , , , ,00% 0, , , traded variance strike /07/ , , ,5448 2,00% 0, , , ,0341 Futures Price 3099, /07/ , , , ,00% 0, , , intraday quantity 3055, /07/ , , , ,00% 0, , , st Margin Payment Margin of selling trade /07/ , , ,3906 2,00% 0, , , end of day 19/07/ , , , ,00% 0, , , traded variance strike /07/ , , , ,00% 0, , , # of Futures =100K Vega /07/ , , , ,00% 0, , , ( ) 3059,4047 Futures Price 3092, /07/ , , , ,00% 0, , , ( ) P&L end of day /07/ , , , ,00% 0, , , ( ) P&L if the full Futures amount had been sold at 25 vol /07/ , , , ,00% 0, , , ( ) 12/08/ ,0047 0, , ,00% 0, , , /08/ , , , ,00% 0, , , /08/ , , , ,00% 0, , ,1047 Total P&L /08/ , , , ,00% 0, , , /08/ , , ,2117 2,00% 0, , ,3345 sold at V= 34,24% /08/ , , , ,00% 0, , ,5941 traded variance strike /08/ ,1705 0, ,0598 2,00% 0, , ,1579 Futures price sold 3562, /08/ , , , ,00% 0, , ,2110 notional vega sold /08/ , , , ,00% 0, , , /08/ , , ,3262 2,00% 0, , , /08/ ,7874 0, ,0241 2,00% 0, , , /08/ , , , ,00% 0, , , Total P&L 30/08/ , , , ,00% 0, , , % Volatility level sold 31/08/ , , , ,00% 0, , ,1504 intra day notional vega sold 01/09/ , , , ,00% 0, , , traded variance strike 02/09/ , , , ,00% 0, , , ,3070 Futures price sold 05/09/ , , , ,00% 0, , , # of Futures = Vega 06/09/ , , , ,00% 0, , , traded variance strike 07/09/ , , ,2334 2,00% 0, , ,4778 end of day 3608,2967 Futures price sold 08/09/ , , , ,00% 0, , , /09/ , , , ,00% 0, , , /09/ ,1646 0, ,1646 2,00% 1 1, ,3708 total P&L total P&L OTC P&L OTC P&L discounted OTC P&L discounted OTC P&L Var amount Var amount final realized final realized variance strike variance strike realized realized implied implied remaining days remaining days total days total days weighted average implied/ realized 32,42 37,21 weighted average implied/ Difference OTC vs listed Difference OTC vs listed intraday trade: bought on 15/07/2011 at 24% and sold same day at 25% 28

29 Different futures prices intraday vs. end of day Date Accrued Days realized var from trade date implied vol (spot to exp)/ settlement price Future price w/ TVA bought on 15/07/2011 and sold (all Futures) on 29/08/2011 intraday trade: bought on 15/07/2011 at 24% and sold same day at 25% intraday 0 0trade price 16/06/ , , /07/ , , , /07/ , , ,8247 intra day 08/07/ , , , % bought at V= 25% sold at 11/07/ , , , Vega K /07/ , , , traded variance strike /07/ , , , ,0341 Futures Price 3099, /07/ , , ,3940 intraday quantity 3055, /07/ , , , st Margin Payment Margin of selling trade /07/ , , , end of day 19/07/ , , , traded variance strike /07/ , , , # of Futures =100K Vega /07/ , , ,4260 ( ) 3059,4047 Futures Price 3092, /07/ , , ,8024 ( ) P&L end of day /07/ , , ,6486 ( ) P&L if the full Futures amount had been sold at 25 vol /07/ , , ,8993 ( ) 27/07/ , , ,0597 (74.423) Daily variation margins 29

30 Interest rate interpolation Linear interpolation is used in order to determine the risk free interest rate Inputs are the EURIBOR rates surrounding the maturity of the Variance Futures: T K+1 maturity of the EURIBOR rate later than the futures maturity T K maturity of the EURIBOR rate before the futures maturity T i maturity of the futures 30

31 Further information Contact us Product Development Sascha Semroch Eurex Frankfurt AG Mergenthalerallee Eschborn Germany T: +49 (0) Markus-Alexander Flesch Eurex Zürich AG Loewenstrasse 8021 Zürich Switzerland Eurex Sales T:+41 (0)

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