Introduction to Derivative Instruments Part 2

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1 Link n Learn Introduction to Derivative Instruments Part 2 Leading Business Advisors

2 Contacts Elaine Canty - Manager Financial Advisory Ireland ecanty@deloitte.ie Tel: Fabian De Keyn Senior Manager Capital Markets Luxembourg fdekeyn@deloitte.lu Tel: Guillaume Ledure-Manager Advisory and Consulting Luxembourg gledure@deloitte.lu Tel:

3 Preface This presentation (along with Webinar Link 'n Learn: Introduction to Derivatives Instruments Part 1) is designed to give an introductory overview of the characteristics of some of the more prevalent derivatives along with addressing some topical issues currently faced when valuing these instruments. Further learning references regarding valuation and analysis of these instruments will be provided at the end of this webinar. 3 Link n Learn Introduction to Derivative Instruments Part Deloitte

4 Agenda 1. Introduction 2. Credit-Linked Notes 3. Regulatory Context 4. Recent Trends in Derivatives Valuation 4.1. OIS Discounting 4.2. Credit Valuation Adjustment 5. Illustration: Swap Trading in the Past and Nowadays

5 1. Introduction 5 Link n Learn Introduction to Derivative Instruments Part Deloitte

6 Reminder Recall from our first presentation that a derivative is a financial instrument whose value changes in response to changes in the value/level of an underlying variable. Its value is derived from the value of the underlying. For example: Interest rate swap value is derived from current spot and forward interest rates Commodity forward value is derived from the spot value of the commodity Equity option value is derived from the spot value of the equity There is either no initial net investment (e.g. interest rate swap) or an initial net investment that is smaller than would be required for other contracts with similar responses to market movements (e.g. an equity option) It is settled at a future date or series of future dates. Derivatives introduced in part 1: futures, forwards, IRS, CCIRS, CFD, options, TRS, etc. 6 Link n Learn Introduction to Derivative Instruments Part Deloitte

7 Use of Derivatives Hedging Derivatives contracts are used to reduce the market risk on a specific exposure Arbitrage Derivative contracts are used to offset positions in several instruments to lock a profit without taking risk Financial markets gather so many participants that it is always possible to find someone willing to take the opposite position to yours Uses of derivatives Derivatives, whatever their kind, might be used for several purposes: Hedging Speculation Arbitrage They offer risk-return balance and are dedicated to transfer risk from a risk-averse party to a risk-taker party Speculation Derivatives contracts are used to bet on a specific market direction They provide more leverage than a direct investment in the related underlying Usual practice is to acquire leverage by investing using borrowed assets Leverage through derivatives is obtained by getting market exposure with no or limited initial investment 7 Link n Learn Introduction to Derivative Instruments Part Deloitte

8 Use of Derivatives - Examples A Hedging Use an IRS to hedge an interest rate exposure B Speculation Use an option to gain leveraged equity exposure C Arbitrage Buy commodity forward for EUR 100 in one market / sell same for EUR 150 in another market 8 Link n Learn Introduction to Derivative Instruments Part Deloitte

9 Leverage Example XYZ shares currently trade at EUR 100. We believe these shares will perform well in the coming year. Choice? 1 2 Invest EUR 100k directly in XYZ shares (i.e. buy 1,000 shares) Or 2. Invest EUR 100k in call options at strike EUR 110, expiring at year end. These options cost EUR 5 per option where each option gives the holder exposure to 1 share of the underlying equity.. Therefore, we have purchased the option to buy 20,000 shares at EUR 110 per share, at expiry. 9 Link n Learn Introduction to Derivative Instruments Part Deloitte

10 Leverage Example Let s Look at Two Outcomes at Year End 1. XYZ shares trade at EUR We have seen a 20% growth in our initial investment. It is now worth EUR 120k = 100k * (120/100) 2 We have seen a 100% growth in our initial investment of EUR 100k. We will realise EUR 200k if we exercise the option = 20,000 * max ( , 0) 10 Link n Learn Introduction to Derivative Instruments Part Deloitte

11 Leverage Example Let s Look at Two Outcomes at Year End 2. XYZ shares trade at EUR 90 1 We have seen a 10% loss on our initial investment. It is now worth EUR 90k = 100k * (90/100) 2 We have seen a 100% loss on our initial investment of EUR 100k. The option are worthless = 20,000 * max (90-110, 0) 11 Link n Learn Introduction to Derivative Instruments Part Deloitte

12 Derivatives Failures Effective Tools to Manipulate Carefully Derivatives can be highly profitable because of the direct profit they generate or by the potential losses they contribute to erase Despite this, their public image nowadays is like The reality is probably more like 12 Link n Learn Introduction to Derivative Instruments Part Deloitte

13 2. Credit-Linked Notes 13 Link n Learn Introduction to Derivative Instruments Part Deloitte

14 Definition Definition A credit linked note (CLN) is a form of funded credit derivative. It is structured as a security with an embedded credit default swap allowing the issuer to transfer a specific credit risk to credit investors. It is issued by a special purpose company or trust, designed to offer investors par value at maturity unless the referenced entity defaults in which case the investors receive a recovery rate. The trust will also have entered into a credit default swap with a dealer. In case of default, the trust will pay the dealer par minus the recovery rate, in exchange for an annual fee which is passed on to the investors in the form of a higher yield on their note. The purpose of the arrangement is to pass the risk of specific default onto investors willing to bear that risk in return for the higher yield it makes available. Example Let's suppose a trust issues medium term notes and wants to structure a CLN. How is it put together? Typically the trust would select a reference entity and would then sell protection using a credit default swap (CDS) on that selected reference entity. Selling protection would mean the trust received a regular fixed payment from the CDS counterparty (dealer). The following example assumes that the CDS is physically settled. 14 Link n Learn Introduction to Derivative Instruments Part Deloitte

15 Definition The trust now issues the CLN. The CLN would be for the same principal amount and maturity as the CDS. The final terms of the CLN would mirror the terms in the CDS transaction. The CLN investor would pay cash to the trust to buy the CLN. The trust would pay the investor regular interest until the maturity of the note. Coupons CLN Investor Principal Trust CDS spread Dealer Provided there is no credit event by the reference entity the investor receives back the principal investment on the maturity of the note CLN Investor Principal Trust Trade matures Dealer What happens if the reference entity experiences a credit event? 15 Link n Learn Introduction to Derivative Instruments Part Deloitte

16 Definition CLN Investor Deliverable bond Trust Principal Deliverable bond Dealer The CLN investor will experience a credit loss, this is what happens: 1. The CDS on which the trust sold protection is triggered. The trust pays to the CDS counterparty the principal amount of the CDS in cash. The trust receives in return a deliverable instrument normally a bond that was issued by the reference entity that is now in default. 2. The CLN is also triggered. The investor does not get his principal returned, instead the trust delivers the deliverable bond to the CLN investor. The investor will have experienced a loss as a result of the credit event because the delivered bond will be worth less than the original sum invested. The scale of the loss incurred will depend on the market value of the delivered bond. 16 Link n Learn Introduction to Derivative Instruments Part Deloitte

17 Motivation Why investors purchase CLNs? The investor has the credit risk on the reference entity as well as the CLN issuer and therefore obtains a higher return on the CLN than would have been achieved on a normal medium term note. This means that different CLNs can be issued that exactly fit the investor's criteria including return, rating, maturity and amount. It can also mean that investors who are restricted from using credit derivatives because of operational, legal or regulatory constraints can still create the investments they want. Furthermore some investors are "real" investors - they have cash and need to use it. CLNs are cash based investments and meet these investor's requirements. Why issuers sell CLNs? The issuer receives cash from the sale of the CLN. This has two advantages: First it can mean that the cost of funding for the issuer can be at or below the target cost of funding. Second because the issuer has cash it means that the embedded CDS is effectively 100% cash collateralised, (remember that the issuer is selling protection to the market place but buying protection from the investor). If there is a credit event the issuer is in control of the cash and is not dependent on the performance of the investor, (as it would normally be the case with a CDS). 17 Link n Learn Introduction to Derivative Instruments Part Deloitte

18 3. Regulatory Context 18 Link n Learn Introduction to Derivative Instruments Part Deloitte

19 Regulatory Context A Concern for all Market Stakeholders UCITS EMIR IFRS13 CAPITAL REQ. AIFM EU Directive 2009/65/EC (a.k.a. UCITS IV ) EU Commission Delegated Regulation 648/2012 EU Commission Regulation 1255/2012 EU regulation 575/2013 (a.k.a. CRR ) Directive 2013/36/EU (a.k.a. CRD IV ) EU Directive 2011/61/EU (a.k.a. AIFMD ) Managers must ensure consistent and independent valuation of OTC derivatives For OTC derivatives not centrally-cleared, counterparties must put in place risk mitigation techniques and proper procedures for collateral management, including a daily Markto-Market Fair value of assets or liabilities is defined as the price that would take place in the market to exit the position Institutions shall establish and maintain systems and controls sufficient to provide prudent and reliable valuation estimates Managers are responsible for the valuation of OTC derivatives and must ensure their independent valuation Corporate Companies Banking Industry Funds Industry 19 Link n Learn Introduction to Derivative Instruments Part Deloitte

20 Regulatory Context UCITS Undertakings for Collective Investment in Transferable Securities - collective investment schemes established and authorised under a harmonised EU legal framework UCITS established and authorised in one EU member state can be sold cross border into other EU member states European passport no requirement for additional authorisation Designed principally for the retail market as open-ended diversified, liquid products These funds can be marketed within all EU countries, provided that the fund and fund managers are registered within the domestic country UCITS are permitted to use financial derivative instruments (FDI) as part of their general investment policies as well as for hedging The measurement and monitoring of all exposures relating to the use of FDI must be performed on at least a daily basis 20 Link n Learn Introduction to Derivative Instruments Part Deloitte

21 Regulatory Context European Market Infrastructure Regulation EMIR is specifically dedicated to the regulation of derivatives markets in Europe, with a two-fold objective Regulate derivatives markets to increase transparency Reduce counterparty credit risk Three main impacts on derivatives markets Reporting (All) Clearing (Standardized) Risk mitigation (Non-standard) All OTC and exchangetraded derivatives must be reported to Trade Repositories (TRs) All standardized OTC derivatives must be cleared through central counterparties (CCPs) Harmonized framework for the provision of clearing services within Europe Non-cleared derivatives must be subject to strengthened risk management requirements 21 Link n Learn Introduction to Derivative Instruments Part Deloitte

22 Regulatory Context European Market Infrastructure Regulation (EMIR) Designed to increase the stability and transparency of the OTC derivative markets throughout the EU All standardised OTC derivative contracts traded on exchanges and cleared through central counterparties Common rules for central counterparties (CCPs) Reported to trade repositories Non-centrally cleared contracts higher capital requirements Measures designed to reduce counterparty credit risk for bilaterally cleared OTC derivatives Rules on the establishment of interoperability between CCPs 22 Link n Learn Introduction to Derivative Instruments Part Deloitte

23 4. Recent Trends in Derivatives Markets 4.1. OIS Discounting 4.2. Credit Valuation Adjustment 23 Link n Learn Introduction to Derivative Instruments Part Deloitte

24 Recent Trends in Derivatives Markets Summary DERIVATIVES (SWAPS) VALUATION TRANSPARENCY COUNTERPARTY CREDIT RISK 24 Link n Learn Introduction to Derivative Instruments Part Deloitte

25 Recent Trends in Derivatives Markets Counterparty Credit Risk Counterparty credit risk is the risk that an entity with whom one has entered into a financial contract (the counterparty) will fail to fulfil their side of the contractual agreement Counterparty risk is typically defined as arising from two broad classes of financial products: 1. Securities financing transactions e.g. repos and reverse repos and securities borrowing and lending 2. OTC derivatives including interest rate swaps, FX forwards and credit default swaps Most significant class due to the size and diversity of the OTC derivatives market How to deal with counterparty credit risk when valuing derivatives? 1. Require the party with a negative MtM to post collateral in guarantee in case it goes into default 2. Adjust the valuation to incorporate credit exposure Collateral management can be practically burdensome and introduce operational risk 25 Link n Learn Introduction to Derivative Instruments Part Deloitte

26 Recent Trends in Derivatives Markets Swap Valuation: Reminders and Further The fair value of an IRS, FX swap or forward at inception is usually zero Once the swap is struck, its market value will evolve and soon no longer be zero because of several effects: Interest rates will change over time Start Pay LIBOR Valuation of an Interest Rate Swap Rec. Fix etc. Rec. Notional (if cross-currency) Maturity Implicit forward rates will change over time Counterparty risk may change Valuation by discounting the future cash flows Pay Notional (if cross-currency) Valuation is performed under the Discounted Cash Flows Method: Liquid swaps with known market prices are used to build yield curves, themselves used for pricing other swaps Estimation of future (fixed or floating) cash flows Forecasting future floating cash flows requires a yield curve calibrated on instruments of corresponding tenor Discounting of the future cash flows Discounting is computed using a yield curve denoting the counterparty credit risk of the cash flows 26 Link n Learn Introduction to Derivative Instruments Part Deloitte

27 Recent Trends in Derivatives Markets Before the Credit Crisis Before the onset of the credit-crisis in 2007: LIBOR, the short-term borrowing rate of AA-rated banks was seen as a proxy for the risk-free rate Counterparty credit risk was a minor concern and collateral agreements were far from systematic Yield curves calibrated on instruments of any tenor were basically identical Consequences on swap valuation: A yield curve calibrated on the market prices of the most usual liquid swaps (e.g. 6M in EUR, 3M in USD) was used to forecast floating cash flows This same curve was used to discount cash flows when the swap was collateralized or when the counterparty was sufficiently solid (i.e. well-rated) Before the credit crisis, valuation was performed in a Single-Curve Framework 27 Link n Learn Introduction to Derivative Instruments Part Deloitte

28 Recent Trends in Derivatives Markets During the Credit Crisis The onset of the credit crisis (esp. the collapse of Lehman Brothers) raised questions about the liquidity and creditworthiness of big banks, even well-rated: Regulators and public opinion called for increased transparency and regulation of OTC markets Collateralization with daily margin calls became a necessity A strong criticism of LIBOR as fair and risk-free reference rate arose Suspected manipulations of the LIBOR fixing procedures led to a distrust of LIBOR LIBOR, the rate of unsecured borrowing, denoted the risk of a AA-rated bank, but no more the absence of counterparty credit risk LIBOR6M was riskier than LIBOR3M, itself riskier than LIBOR1M, etc. Central banks continued to provide abundant liquidity via their bank lending windows: Fed Funds ( cash ) and short dated T-Bills were the sole remaining assets considered as ± free of credit risk, since dealt with highest-quality government entities and for the shortest maturity (1 day) These short dated risk free assets were the only acceptable deliverable assets for collateral maintenance 28 Link n Learn Introduction to Derivative Instruments Part Deloitte

29 Recent Trends in Derivatives Markets Consequences of the Credit Crisis Behaviours of dealers on swap markets changed dramatically: Apparition of non-negligible tenor basis Large differences between yield curves calibrated on instruments of different tenors Sub-prime crisis ( ) Euro sovereign debt crisis ( ) Consequences on swap valuation: Forecasting floating cash flows requires the use of the yield curve calibrated on instruments of the corresponding tenor Discounting cash flows of collateralized swaps requires the use of a risk-free yield curve Best proxy: a curve calibrated on instruments with a 1D tenor (i.e. Overnight-Indexed Swaps ) Start Mid M EUR LIBOR-OIS spread Close to 0 until credit crisis Since the crisis, valuation is performed in a Multi-Curve Framework, with discounting under the OIS curve, considered as the sole risk-free curve 29 Link n Learn Introduction to Derivative Instruments Part Deloitte

30 Recent Trends in Derivatives Markets OIS Discounting and Multi-Curve Framework An Overnight Indexed Swap is a fixed/floating IRS where the floating rate is calculated using the daily compounded overnight rate index Effective federal funds rate in USD, Euro Overnight Index Average (EONIA) in EUR, Sterling Overnight Index Average (SONIA) in GBP, etc. Forecasting the floating rate of a non-liquid OIS requires a curve calibrated on a 1D tenor (i.e. liquid OISs) Discounting collateralized cash flows requires the risk-free curve, i.e. the curve calibrated on liquid OISs An Overnight-Indexed Swap can be valued under a Single-Curve framework This enables to calibrate this OIS curve using liquid OISs For collateralized regular IRSs (say for instance 1Y fixed vs. 6M floating), two curves are necessary: The OIS curve calibrated beforehand as above to discount the cash flows The LIBOR6M curve, i.e. a curve calibrated using liquid swaps indexed on LIBOR6M Regular IRSs need to be valued under a Dual-Curve framework with OIS discounting The multiplicity of tenors (1D, 1M, 3M, 6M) results in the Multi-Curve framework Valuation results may be very different than in the pre-crisis Single-Curve world 30 Link n Learn Introduction to Derivative Instruments Part Deloitte

31 Recent Trends in Derivatives Markets Issues of the Multi-Curve Framework 1. Reporting issues: The transition from LIBOR to OIS curves may cause larger portfolio MTM changes resulting in greater income statement volatility Hedge accounting: hedge may prove less effective (or fail hedge effectiveness test) if e.g. hedge is discounted at OIS while the hedged item is not 2. Practical valuation issues: Active OIS markets do no exist for all currencies and may be limited to short to medium-term maturities (which makes it difficult to calibrate a complete discounting yield curve) Calibration of all yield curves should be a fully integrated process, since swaps used as calibration instruments have influence of several curves, especially when dealing with cross-currency swaps 3. Open debate: how to discount uncollateralized trades? No market consensus so far Discounting using a LIBOR yield curve (represents a standard AA-rated banking counterparty)? Discounting using the OIS yield curve shifted by some credit spread (depending on the counterparty)? Discounting using the OIS yield curve and account for valuation adjustments? 31 Link n Learn Introduction to Derivative Instruments Part Deloitte

32 Recent Trends in Derivatives Markets Summary Sub-prime crisis ( ) Euro sovereign debt crisis ( ) DERIVATIVES (SWAPS) VALUATION Incorporation of new market realities into pricing Multi-curve framework (depending on collateralization) Since the crisis, rate of collateralized Overnight- Indexed Swap is seen as the true risk-free rate instead of LIBOR The yield curve built upon OIS is the new standard for discounting Start Mid M EUR LIBOR-OIS spread Close to 0 until credit crisis Challenges of collateral include the operational costs, the complex management of threshold and netting agreements, the determination of cheapest-to-deliver assets, etc. TRANSPARENCY Essential to know precisely the exposures of the bank with respect to each individual counterparty High standards of transparency to guarantee investors protection and best execution within MiFID VALUATION ADJUSTMENTS CVA (Credit) accounts for the counterparty credit risk if no collateral COUNTERPARTY CREDIT RISK Importance of proper collateral management Inclusion of Credit Support Annexes (CSA) in swap contracts Inclusion of proper valuation adjustments DVA (Debit) accounts for own counterparty 32 Link n Learn Introduction to Derivative Instruments Part 2 credit risk if no collateral 2015 Deloitte

33 Credit Valuation Adjustment Quantification of Credit Risk Traditional management methods of counterparty risk tend to work in a binary fashion: For example the use of a credit limit if the limit is breached, financial institution would refuse to enter into a transaction Problem with this is that only the risk of a new transaction is being considered but potential profit of the new transaction should also be a factor in the decision making process. By pricing counterparty risk, one can move beyond a binary decision making process: The question of whether to enter a transaction becomes simply whether or not it is profitable once the counterparty risk component has been priced in In other words we adopt the following equation: Risky price = Risk-free price + CVA Credit Valuation Adjustment = Price of counterparty risk Price assuming no counterparty risk 33 Link n Learn Introduction to Derivative Instruments Part Deloitte

34 Credit Valuation Adjustment Quantification of Credit Risk The CVA charge needs to be calculated in a sophisticated way, basically as follows: CVA = Present Value[Loss in case of counterparty default Probability of default] = (1-Recovery rate) Exposure at default Probability of default Discount Factor The computation of CVA requires the following information The transaction in question i.e. is it an interest rate swap or an FX forward Whether there are other offsetting positions with the counterparty that will result in a netting effect (and is there a netting agreement for this to apply) Whether of not the transaction is collateralised Any hedging aspects of the underlying transaction The decision by an institution to enter into a transaction can now include whether or not the profit from the transaction more than covers the CVA charge Debit Valuation Adjustment ( DVA ) is a similar (positive) add-on used to account for the entity s own credit risk 34 Link n Learn Introduction to Derivative Instruments Part Deloitte

35 Credit Valuation Adjustment Challenges While CVA valuation methodologies are well advanced, they are still not standardised: Can range from relatively simple to highly complex methods Methodology used largely driven by sophistication and resources available to market participant Depending on a particular participant, CVA can be quite large Common challenge for all entities computing CVA is obtaining the necessary market data: Requires some degree of judgement in coming up with proxy data in order to compute CVA Whether or not credit spreads are available Regardless of methodology used to compute CVA, a certain level of expertise and management judgment is required to ensure that CVA has been considered and appropriately applied 35 Link n Learn Introduction to Derivative Instruments Part Deloitte

36 Recent Trends in Derivatives Markets Summary Sub-prime crisis ( ) Euro sovereign debt crisis ( ) DERIVATIVES (SWAPS) VALUATION Incorporation of new market realities into pricing Multi-curve framework (depending on collateralization) Since the crisis, rate of collateralized Overnight- Indexed Swap is seen as the true risk-free rate instead of LIBOR The yield curve built upon OIS is the new standard for discounting Start Mid M EUR LIBOR-OIS spread Close to 0 until credit crisis Challenges of collateral include the operational costs, the complex management of threshold and netting agreements, the determination of cheapest-to-deliver assets, etc. TRANSPARENCY Essential to know precisely the exposures of the bank with respect to each individual counterparty High standards of transparency to guarantee investors protection and best execution within MiFID VALUATION ADJUSTMENTS CVA (Credit) accounts for the counterparty credit risk if no collateral DVA (Debit) accounts for own counterparty credit risk if no collateral COUNTERPARTY CREDIT RISK Importance of proper collateral management Inclusion of Credit Support Annexes (CSA) in swap contracts Inclusion of proper valuation adjustments 36 Link n Learn Introduction to Derivative Instruments Part Deloitte

37 5. Illustration: Swap Trading in the Past and Nowadays 37 Link n Learn Introduction to Derivative Instruments Part Deloitte

38 Illustration: Swap Trading in the Past and Nowadays Cross-Currency Swap Before the 2007 crisis Classical valuation framework Two yield curves are required: - 1 single standard curve for forecast and discount in ccy1-1 single standard curve for forecast and discount in ccy2 and after the crisis Multi-curve valuation framework Four yield curves are required: 1 forecast curve in ccy1 corresponding to the right LIBOR tenor 1 discount curve in ccy1: - OIS if collateralized - Standard Libor curve otherwise 1 forecast curve in ccy2 corresponding to the right LIBOR tenor 1 discount curve in ccy1: - OIS if collateralized - Standard LIBOR curve otherwise - Cross-currency and maybe tenor basis adjustments Ccy1 is the collateral currency, ccy2 is the other one! Regulatory and practical obligations Report to a trade repository (EMIR) Ensure there is a Credit Support Annex for collateral definition and practical details Fulfil MiFID transparency obligations Collateral management: operations, netting agreement, thresholds, etc. If not collateralized trade: - Compute CVA/DVA - Take netting into account - Consider other trades in portfolio 38 Link n Learn Introduction to Derivative Instruments Part Deloitte

39 Useful references Paul Wilmott on Quantitative Finance, Paul Wilmott Option, Futures and Other Derivatives, John C. Hull Credit Derivatives: Trading, Investing and Risk Management, Geoff Chaplin Counterparty Credit Risk and Credit Valuation Adjustment, Jon Gregory 39 Link n Learn Introduction to Derivative Instruments Part Deloitte

40 Q&A

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