4. Derivative Fundamentals Flashcards

1
Q

What is a forward contract?

A
  • contractual agreement made at the present for a future transaction between 2 parties.
  • long (short) forward position: agrees to buy (sell) the underlying financial/physical asset in the forward contract
  • upfront: agree price, amount and future date of the transaction
  • future date: actual settlement (payment & delivery of underlying)
  • traded OTC
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2
Q

What is a FX forward contract?

A

contract between 2 parties to exchange currencies in the future at a transaction rate that is determined today

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3
Q

How to read spot & forward FX & deposit bid/ask rates?

A
  1. spot & forward FX
    - bid: rate for SELLING the base currency
    - ask: rate for BUYING the base currency
    (bid rate is always lower than the ask/offer rate).
  2. deposit rates
    - bid: rate for LENDING currency
    - ask: rate for BORROWING currency
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4
Q

What are forward points? & what does it mean if it’s positive or negative?

A
  1. difference between the forward and spot FX rates:
    - forward point (bid) = forward rate (bid) − spot rate (bid)
    - forward point (ask) = forward rate (ask) − spot rate (ask)
  2. forward point = positive = forward rate is larger than the spot rate
    - base currency is at a premium to the term currency — base currency interest rate is smaller than the term currency.
  3. forward point = negative = forward rate is smaller than the spot rate
    - base currency is at a discount to the term currency — base currency interest rate is larger than that of the term currency.
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5
Q

• When the market quoted bid is larger than the theoretical ask rate, sell the forward and buy the theoretical forward.
• When the market quoted ask is smaller than the theoretical bid rate, buy the forward and sell the theoretical forward.

A
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6
Q

What are Non-deliverable forwards (“NDFs”)?

A
  • cash-settled FX forward contracts — no exchange of currencies at maturity
  • settlement deal only with the change in value between the forward rate & spot rate on an agreed notional amount
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7
Q

What are Non-deliverable forwards (NDFs)‘s formula?

A
  • cash settlement = ± notional x [(1/NDF rate) - (1/spot FX rate)]

Where, the notional is in terms of the term currency:
+ = Long NDF position (i.e. buy base, sell term)
– = Short NDF position (i.e. sell base, buy term)
NDF & Spot FX rate: quoted as the amount of term currency per unit of base currency

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8
Q

When is the fixing date?

A

2 business days before the NDF is settled

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9
Q

What is the key risk of NDFs?

A
  • opportunity loss from fixing the exchange rate at the start of the contract — unable to participate in any favourable exchange rate movements during the life of the contract
  • BUT less settlement/credit risk as there’s no exchange of principals upon the expiry of the contract — unlike deliverable forwards
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10
Q

How to determine the fixing rate/spot rate?

A

determined by the spot FX rate traded onshore by local institutions — computation is posted daily on the website of the country’s central bank and/or on the platforms of major data providers — method of calculation for the NDF fixing can differ for different currencies

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11
Q

1 side of a NDF’s transaction (normally the left side, i.e. base currency) must be a freely traded currency & the cash settlement is also performed in the same currency — unfeasible to have restricted currencies on both sides of a NDF.
- freely traded currency will be USD

A
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12
Q

When did NDFs start trading & for what purpose?

A

developed for investors who needed to hedge the FX risk of their investments in countries where gov regulations restrict (offshore) foreign access to their (onshore) local currencies

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13
Q

What are NDFs used for?

A

• Hedging the currency risk of emerging market investments.
• Hedging the cash flows from dealing with emerging market businesses.
• Speculating on the direction of emerging market currencies.
• Arbitrage between closely related instruments.

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14
Q

What is forward rate agreement (FRA)?

A
  • a forward contract on interest rates — fixes the interest rate on an agreed notional for a specific future borrowing/lending period between 2 parties (e.g. use an FRA to lock-in a 5.00% loan 3 months from today).
  • 2 parties to an FRA take the role of a lender & a borrower respectively.
  • no delivery of the notional & there’s no obligation by either party to borrow/lend.
  • actual borrowing/lending is performed separately from the FRA which is a hedging mechanism
  • Payments are cash-settled — less exposed to counterparty risks
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15
Q

What are the specifications of FRA contracts?

A
  • reference rate: underlying interest rate (e.g. KLIBOR, LIBOR, EURIBOR)
  • FRA rate: fixed contractual rate for the future loan/deposit.
  • value spot date: 2 business days after the FRA is dealt & marks the start of the forward period
  • fixing date: 2 business days before the settlement date (the start of the underlying loan/deposit being hedged) — proceeds of the FRA is calculated using difference between the current reference rate & FRA rate in conjunction with the notional
  • Once the proceeds are determined, it is then delivered on the settlement date.
  • maturity date of the contract: expiry of the underlying loan/deposit.
  • FRA term: period from the settlement date to the maturity date — nothing transpires during the FRA term once the proceeds are delivered on the settlement date.
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16
Q

Who is the FRA buyer & seller?

A
  • FRA buyer (long FRA) aka FRA payer: gets settlement proceeds if the reference rate is higher than the FRA rate on the fixing date — means FRA buyer receives the floating reference rate while paying the fixed FRA rate.
  • FRA seller (short FRA) aka FRA receiver: gets settlement proceeds if the reference rate is lower than the FRA rate — implies FRA seller receives the fixed FRA rate while paying the floating reference rate
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17
Q

What are FRA used for?

A

• Hedging against future interest rate risks by fixing the future interest rate today.
- FRA buyers lock in future borrowing rates, while FRA sellers lock in future lending rates.
• Speculating on future interest rate changes
- FRA buyers speculate on a rise in future interest rates, whereas FRA sellers are speculating on a decline.
• Relative value trading by speculating on different sections of the yield curve.
• Arbitraging between closely related instruments.

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18
Q

What does the bid ask rate mean in a FRA?

A

dealer who wants to lock-in a future DEPOSIT rate will have to deal at the BID, whereas a dealer who wants to fix a future LOAN rate will have to deal at the ASK.

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19
Q

What are the relationships between the spot yield curve & FRA rates (or FRA curve)?

A

• The steeper the yield curve, the higher the FRA rates.
• The flatter the yield curve, the lower the FRA rates.
• For a normal (upward sloping) yield curve, FRA rates are higher than spot interest rates.
• For an inverse (downward sloping) yield curve, FRA rates are lower than spot interest rates

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20
Q

What is a futures contract?

A

legal agreement to buy/sell a particular commodity asset/security at an agreed price at a specified time in the future.

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21
Q

What’s the difference between futures & forward contracts?

A
  • Futures are listed on organized exchanges & is an exchange-traded product — trading rules & contract specifications are determined & standardised by the exchange — but rare occasions, exchange may decide to modify them
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22
Q

Describe the contract specification - Minimum Price Fluctuation

A

specifies the smallest unit of price movement that the futures price is allowed to make (e.g. USD0.0025/0.25 cents per bushel for corn futures)

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23
Q

Describe futures contract specification - Available Maturities

A

specifies the available expiry months for the contract (e.g. March, May, July, Sept & Dec for corn futures)

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24
Q

Describe futures contract specification - Quality

A
  • specifies the grade/quality of the underlying commodity (e.g. for corn futures: #2 Yellow at contract price, #1 Yellow at a 1.5 cent per bushel premium #3 Yellow at a 1.5 cent per bushel discount)
  • specification of quality is not applicable to financial futures (e.g. currencies, interest rates, etc.).
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25
When does the buyer/seller of the futures contract generate gain/loss?
- buyer (long position): realize a gain (loss) when prices move higher (lower). - seller (short position): realize a gain (loss) when prices move lower (higher).
26
Explain tick value & it’s formula.
- tick value: defines the monetary value of the min price fluctuation per futures contract - eg: Using corn futures, the price quotation for this commodity derivative is in cents per bushel & the smallest price fluctuation is 0.25 US cents. - the tick value for corn futures would be USD 0.0025 × 5,000 = USD12.50 (0.25 cents/100 = 0.0025 dollar) - formula: tick value (Vt) = Tmin (min price increment) x contract size
27
Futures contracts are typically identified by five-character codes, e.g. CLX16. What does those characters mean?
- The first two characters identify the contract type - third character identifies the expiry month - last two characters identify the expiry year • CL = Crude Oil • X = November • 16 = 2016 In other words, CLX16 is a crude oil futures contract that will expire in Nov 2016.
28
What is futures basis
- difference between the spot & futures prices & is computed as: bt = St - Ft where, Ft = Futures price at time t St = Spot price at time t - usually the front month (i.e. the nearest expiry month) futures price that is used to compute the basis * front month: shorter length of time that contract can be purchased, most traded & liquid — Ft & St = narrow
29
What’s the perfect hedge in futures?
When spot and futures price move by the same amount until maturity — changes in basis is nil
30
Why does change in basis becomes non-zero in reality?
futures price will need to converge to the spot price as the contract approaches expiry — If not, it would imply a potential for arbitrage
31
What is a contango in terms of basis?
- negative basis (spot price remains below futures price until expiry) — bt = St - Ft - to profit: short futures contract & buy spot (buy low, sell high) — leads to increase in supply of futures contract & increase demand for the underlying — prices will then converge
32
What is a backwardation in terms of basis?
- positive basis (spot price remains above futures price until expiry — bt = St - Ft - to profit: buy futures @ lower price & sell @ higher spot price — leads to increase demand for futures & decrease in supply of futures contract — prices will then converge
33
How does basis risk occur?
• There are changes in the holding costs (e.g. interest rates, storage, transportation, etc.) of the underlying asset. • The asset to be hedged isn’t identical to the asset underlying the futures contract (aka cross/proxy hedging) — the greater the difference, the larger the basis risk • The hedger is unsure about the exact date that the asset will be bought/sold. • The hedge requires the futures contract to be unwound before its delivery month (also known as calendar basis risk). • The contract has a different delivery point to what the seller needs (also known as locational basis risk)
34
What does it mean when the basis increase/decrease?
When the basis increase (decrease) = strengthening (weakening) of the basis
35
What’s a contango market?
When the futures contracts are trading at a premium to the spot price (i.e. futures price is above the expected spot price) — further the expiry, the larger the premium (i.e. upward sloping forward curve).
36
What’s a backwardation market?
When futures prices are trading at a discount to the spot price — the nearer the expiry, the smaller the discount (i.e. downward sloping forward curve)
37
What issues are backwardation market prone to?
production issues. Eg: if a natural gas refinery needs to shut down for maintenance reasons & refining capacity drops, the price of natural gas for immediate delivery could potentially spike — spot price of an asset can become more expensive than the cost of future deliveries when there is a severe shortage of the asset.
38
What are the 2 financial requirements to trade futures?
1. initial margin: amount of funds that the trader must deposit with the broker at the time the contract is entered into. - margin account: where the margin is deposited - At the end of each trading day, the margin account will be adjusted by the trader’s gain/loss — mark-to-market. 2. maintenance margin: threshold for the margin account that’s used to trigger margin call. - if the amount in the margin account is below the maintenance margin at the end of the trading day (due to mark-to-market losses), the broker will notify the trader via a margin call to top up the account back to the initial margin - extra funds to be deposited = variation margin
39
What’s the calculation of the profit and loss for a futures position?
[± (FT -Ft)/min price increment] x no. of futures contracts x tick value ± long/short position Tick value: min price increment x contract size
40
Is the level of the maintenance margin is lower than the initial margin?
Yes, often its around 75% of the initial margin
41
Does different underlying assets will have different margin requirements?
Yes
42
Does the funds in the margin account?
Most brokers pay an interest on the balance in the margin account, so these funds don’t represent a genuine cost for the trader as long as the interest is comparable to those from other similar deposits.
43
Can traders place selected securities, such as Treasury bills, instead of cash for the margin requirements?
Yes
44
How is the counterparty/credit risk embedded in futures contracts reduced?
- brokerage firm is required to pay the exchange when its clients have made losses, but it will also be paid by the exchange when its clients have made gains. - the exchange acts as the intermediary that ensures the funds from the losing traders are used to compensate the winning traders — zero-sum game
45
What’s the differences between futures & forward in terms of settlement?
Futures are marked-to-market daily — resets its value to 0 at the end of each trading day, which implies that the realized gains/losses have a potential interest accrual component to them.
46
What is a currency future?
contract between 2 parties to exchange currencies in the future at a contractual rate determined today — Settlement requires the exchange of the underlying currency notional (i.e. physical settlement)
47
currency futures can also be used for:
• hedging • Speculating on future exchange rate direction • Arbitraging between closely related instruments
48
Full hedge ratio formula.
Full hedge ratio = value of risk exposure / contract size - value of the risk exposure needs to be in the same currency as the futures contract unit — converted at the spot FX rate observed at the start of the hedge
49
What is Interest Rate Futures?
Futures contract between buyers & sellers with interest-bearing security as the underlying — locks in a future interest rate for future borrowing/lending
50
most actively traded interest rate future globally is based on the Eurodollar market. Why?
exempted from US banking regulations as its a market for USD deposits outside of the USA
51
IR Futures Price = 100 - Yield (implied interest rate) — expressed in %
if the yield is 0.85% p.a., the price of the interest rate futures contract will be quoted as 100 – 0.85 = 99.15
52
What does purchasing/selling interest rate futures mean?
purchasing = lending money in the future selling = borrowing money in the future
53
What does buying/selling forward rate agreement means?
buying = lock-in borrowing rates Selling = lock-in lending rates
54
What is the basis point value formula?
BPV = Notional × d × 0.01% - eg: change of one basis point (0.01%) in the yield will change the contract’s value - d: day count fraction
55
What is interest rate futures used for?
• Hedging against interest rate risks by fixing the future interest rate today. - Futures buyers/(sellers) are locking in to future lending (borrowing) rates • Speculating on future interest rate changes. - Buyers (sellers) of futures speculate on a decline (rise) in future interest rates • Relative value trading by speculating on different sections of the yield curve. • Arbitraging between closely related instruments.
56
What is a strip hedge?
- use different futures contracts over different maturities to hedge the underlying risk exposure — expiry dates are selected to match the cash flows of the asset to be hedged, locking in an average rate of interest over the life of the loan/deposit — aka lock-in the present forward curve.
57
When is strip hedge best used?
when theres sufficient liquidity for the futures contracts of longer term maturities (liquidity tends to be lower for longer dated contracts compared to the shorter dated ones). Otherwise, market frictions will cause inefficiency in the hedge.
58
main risks of a strip hedge are
• Opportunity costs if the forward curve moves in favor of the underlying asset exposure. • Lack of liquidity in futures contracts that are further out in the curve (longer dated maturity lower liquidity)
59
What is stack hedge?
- uses the most liquid futures contract (front month contract — contract closest to maturity) to hedge an underlying exposure of longer maturity. - the chosen contract month is selected to maximize the correlation amongst contracts & to minimize the hedging error. - Since the life of the exposure is longer than the front month futures contract, the latter will need to be ROLLED OVER to the next most liquid contract upon maturity and so on. - assumes that the price of the shorter-term futures contracts evolves in the same way as the longer-term futures contracts.
60
Advantage of Stack hedges
when longer-term futures are insufficiently liquid to be traded.
61
risks involved in stack hedging
• The basis is locked in only for the front month futures contract — uncertain for the subsequent rolls. • Risk of decorrelation between the short-term hedge & longer term underlying asset • high transaction costs due to more contracts being traded • higher possibility of breaching position limits due to the larger volumes • market is in backwardation (spot price > futures price), short (long) stack hedge generates negative (positive) cash flows at the rollover dates • market is in contango (spot price < futures price), a long stack hedge (short) will generate losses (gains)
62
When is strip and stack hedge preferred?
- strip hedge: preferred when there’s sufficient liquidity in longer term contracts and/or if the hedger does not want to speculate on the forward curve. - stack hedge preferred when transaction costs for longer term futures are high and/or when there is an opportunity to take advantage of the shape of the forward curve, e.g. contango/backwardation, speculative view, etc.
63
What is commodity futures?
agreement to buy/sell a predetermined amount of a commodity at a specific price on a specific date in the future.
64
What are the methods of settlement for commodities future?
1. Cash-settled: involves the settlement of net cash on the settlement date — difference between the spot & futures price - doesn’t involve the physical delivery of asset 2. Physical Delivery: involves the literal physical delivery of the underlying asset(s) - contract holder with short (long) position: will deliver (accept delivery of) the commodity
65
What are the 2 embedded costs exclusive to commodity futures prices due to their physical nature?
1. storage costs: need special facilities to store & transportations if need to be delivered 2. convenience yields: benefit/premium associated with holding the underlying commodity, rather than its derivative. - eg: commodity production disrupted either by external factors (e.g. weather, wars, etc.) or internal issues (e.g. factory maintenance, staff on strike, etc.), leading to a shortage — market enters into backwardation = MORE PROFITABLE TO HOLD THE ACTUAL COMMODITY than owning contracts for future delivery. - the higher the convenience yield, the lower will be the futures price relative to its spot price
66
Explain the specification of quality relating to commodity futures & why financial futures does not have it
- For financial futures, the asset quality isn’t applicable given their standardization (e.g. LIBOR is just the interbank offer rate without referencing any concept of quality, EURUSD is just the exchange rate for EUR & USD) & fungible nature - Commodities has various degrees of quality — required to specify the quality of the underlying product as part of the standardization procedure.
67
commodity futures can be used for:
• Hedging against commodity price risk by fixing the future price today. • Speculating on future commodity price changes. • Relative value trading by speculating on different sections of the commodity forward curve. • Arbitraging between closely related instruments.
68
Is swap market an OTC or exchange traded market?
OTC market — trades are negotiated directly between parties
69
Swap contracts are governed by
International Swaps and Derivatives Association (“ISDA”) Master Agreement — legal doc that stipulates the details of the swap contract
70
What is a swap?
contractual agreement where 2 parties agree to exchange a series of future cash flows over a specific period of time
71
What plain vanilla/interest rate swap?
1 party pays a fixed rate whereas the other party pays a floating rate, with both sets of payments in the same currency — notional amount never exchanged since it’s in the same currency, only net amount
72
What is swap curve & swap rates?
- Swap curve: plots swap rates (the fixed rate leg) across all available maturities from year 1 to year 20. - Swap rate: incorporate interbank borrowing rates + banks’ creditworthiness — rate at which banks lend to each other.
73
What’s the difference between swap curve & Treasury yield curve?
- swap rates for the same maturities are higher due to priced-in premiums — Treasury yield curve reflects the risk free rate BUT the swap curve has the banking system’s credit risk priced in as a premium
74
swap curve is generally preferred over government treasury yield curve because
1. Central banks don’t intervene in the swap market — swap curve better reflects the prevailing interest rate environment. 2. Swap rates are available at varying maturities, whereas gov treasury yield has specific benchmark maturities like 3, 5, 7 years etc — swap curve better represent the entire interest rate spectrum. 3. Swap rates reflect banks’ credit risk, whereas gov treasury yields are mostly risk-free — swap rates in different countries are more comparable.
75
Swap spread is
difference between the swap rate & the comparable maturity treasury notes.
76
Common uses of interest rare swaps
1. Hedge Interest Rate Risk: can issue bond/borrow via floating rate to lower borrowing cost but exposed to the risk of rising interest rate. - can use IRS as a payer (paying fix rate, receiving float rate) to hedge 2. Obtain Better Funding Rates: converting a fixed rate liability into a floating rate liability (vice versa) allows borrowers to obtain the cheapest cost of funding. - corp with a higher credit rating pays less (interest costs) to raise funds — hence corp with the lower credit rating can use IRS to get better financing terms. 3. Speculate: IRS don’t need upfront capital (exchange only net amount) — low-cost (from capital perspective) avenue to speculate interest rates. - expect interest rate to go up: go into IRS as a buyer (payer) — pay fixed rate & receive floating rate - expect interest rates to drop: go into an IRS as a receiver — receive fixed rate & pay floating rate.
77
What is duration?
measures the sensitivity of a portfolio/bond’s value to changes in interest rate
78
Which has higher duration: fixed or floating rate bond
fixed rate bond as PV of the fixed cash flow is sensitive to changes in interest rates. - floating rate bond has minimal duration as future cash flows are dependent on ever-changing interest rates — PV of the future cash flow will be stable regardless of changes in interest rates.
79
How to measure the duration of a swap & how to increase/decrease duration?
Duration (asset) – Duration (liability) 1. For a fixed payer in a swap, swap duration will be negative — duration of asset (receive floating rate) < duration of liability (pay fixed rate). 2. For a fixed receiver in a swap, swap duration will be positive — duration of asset (receive fixed rate) > duration of liability (pay floating rate). Hence, corps can enter into interest rate swap as a fixed payer (receiver) to decrease (increase) their portfolio duration.
80
IRS can be used to match the interest rate sensitivity between assets & liabilities + reduces the risk of interest rate volatility.
81
Counterparties in an interest-rate swaps are exposed to what risks?
interest rate risk & counterparty risk.
82
What affects the pricing of IRS?
KLIBOR: benchmark used to decide the coupon in floating rate bonds = risk profile in the interbank system will affect the pricing
83
What is cross currency swap?
swap where the exchanges of interest payments over the contracted period are made in 2 different currencies — can be both fixed, both floating or 1 fixed & one floating
84
Unlike interest rate swap, cross currency swap may involve the exchange of notional principal of 2 different currencies at the beginning & at end of the contracted period, with the exchange rate being set at initiation
Some CCS only exchange principal at the beginning, some only at the end whereas others may have no principal exchange at all.
85
In a cross-currency swap transaction, the following are specified:
1. The two currencies that will be swapped 2. The spot rate used to calculate the principal amounts — removes the FX risk during the life of the swap. - The principal exchanged at the beginning of the contract will be swapped back at the end of the swap’s maturity at the same rate. 3. Whether or not there is an exchange of principal at the initiation & termination of the swap — Purpose of the swap must be determined — If the purpose is to create synthetic liabilities/exposure in another currency, no need for exchange of principal at initiation. 4. The interest rates applicable on both currencies — which interest rates each of the 2 parties is paying. The swap can be fixed to floating, floating to fixed, fixed to fixed, or floating to floating — If a floating rate is being paid, the reference rate needs to be specified. 5. The frequency of the exchange of interest payments. 6. The tenor of the swap
86
What are the main uses of cross currency swaps?
1. hedge foreign currency risk 2. create synthetic foreign currency asset/liabilities 3. Gain access to cheaper funding
87
Cross currency swaps are used to manage what risks?
Interest rate & currency risks
88
What is a Credit Default Swap?
agreement between 2 parties in which 1 party purchases protection from another party against losses from a default of a reference entity. - used to transfer the credit risk of a reference entity from the protection buyer to the protection seller — CDS buyer pays the seller a premium (CDS Spread) for a contingent payoff (based on the agreed notional principal) if the reference entity default
89
Typical credit events that will trigger a CDS payoff include
• bankruptcy filing. • credit downgrade. • Failure to make interest payment. • Restructuring of its company debts/consolidation of debts in the company.
90
Formula for CDS premium payment & contingent payoff
protection buyer bought 2-year CDS with a notional of $10m & premium of 300bps: - Premium payment = Notional × Spread × Daycount = $10m × 3% × 0.25* = $75k * premium paid quarterly. assume that ABC Corp default between year 1 & 2 — contingent leg is triggered & the protection seller will pay (with Loss Given Default (LGD) = 70%): Contingent payoff = Notional × Loss given default = $10m × 70% = $7m
91
What are the Uses of CDS?
1. Hedging a. used to manage the default risk from holding debt. - If the loan default, proceeds from the CDS can offset the losses b. address concentration risk. - gain exposure to an industry — diversify loan portfolio without any cash outlay, as CDS creates a synthetic credit exposure 2. Trading: speculating/arbitraging - add liquidity to the market + aid price discovery - eg: investor buy CDS protection on a company to speculate that its gonna default or sell protection if it thinks that the company’s creditworthiness might improve. 3. Synthetically create a new financial instrument - combine CDS with other securities to create new financial instruments with desired risk-return profile. - eg: collateralized debt obligations (“CDOs”) — gets credit exposure to a portfolio of fixed income assets without owning those assets through CDS
92
how to read the bid & offer price of CDS
bid/offer price: amount the market maker is willing to buy/sell the CDS - Premiums are paid in arrears.
93
CDS: In the event of a default, premium would be prorated from the previous payment date to the default date & subtracted from the total payoff.
94
factors that influence the pricing of CDS (i.e., CDS spread) include
1. The probability of default (“PD”) - likelihood of default by the reference entity — fluctuates over time 2. The loss given default (“LGD”) - expected amount of loss when default occurs. 3. Credit curve - shows the spread over treasuries of different maturities for a single bond issuer. - upward sloping credit curve = default probability in the near term is less than longer term maturities. - flat credit curve = default probability is uniform - inverted credit curve: default probability in the near term is higher
95
What is a Total Return Swap?
agreement in which 1 party makes payments based on a set rate (fixed/variable) while the other party makes payments based on the total return of an underlying asset (could be equity index/loans/bonds) - Total return = income generated & capital gains of the underlying asset. - BUT if the price of the underlying asset falls, the total return receiver needs to pay the other party the amount by which the asset has fallen in price. At maturity, the total rate of return receiver may choose, but is not obligated, to purchase the reference asset at the prevailing market price.
96
Total return swap is very popular because
it allows the party to receive the total return benefit from an underlying asset without actually having to own it — minimal cash outlay upfront
97
By entering into a total return swap as a fixed rate payer & total return receiver, hedge funds can benefit from the following
1. Enables creation of an off-balance sheet synthetic asset — OBS reduces administrative cost & is subject to less regulatory requirements. 2. Avoids being classified as the legal owner of the asset, hence may eliminate tax obligation associated with owning the asset. 3. take advantage of leverage — investors don’t need to make initial cash payment, but still receive a positive net payment if the underlying asset appreciates — can get higher return on capital, as lesser initial capital is needed to obtain a large exposure to the underlying asset. - When the underlying asset appreciates in value, the return with leverage is much higher than the return when there is no leverage.
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Typically banks act as the total return payer because of
1. Total return swap hedges both price risk & default risk of the underlying asset. - With the funds obtained from deposit, banks will use some to invest in income generating assets BUT has price risk because assets may devalue — enter into a TRS as a total return payer (receive fixed rate & transfer the price risk away) 2. Facilitate deferring gains/losses of the reference asset. - An investor can pay the total rate of return on the asset to defer the loss of the underlying asset. - eg: to improve the appearance of a company’s financial statement this quarter, the company can opt to realize the loss of its securities in next quarter by entering into a total return swap as the total return payer. This way, the company is protected against further loss and able to sell the asset at the end of the contracted period of the swap, bringing the loss forward. 3. short the underlying asset without borrowing the asset - Borrowing an asset for the purpose of shorting it may be be costly — enter into a TRS as a total return payer — price of the underlying asset drop, investor gain by receiving the fixed/floating rate as well as the amount by which the asset has fallen in price.