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Swaps Pricing and Strategies

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Title: Swaps Pricing and Strategies


1
Swaps Pricing and Strategies
  • FIN 353 Lecture Notes
  • Yea-Mow Chen
  • Department of Finance
  • San Francisco State University

2
I. Defining A Swap
  • A plain vanilla interest rate swap is a
    contract that involves two parties exchanging
    their interest payments obligations (no principal
    is exchanged) of two different kinds of debt
    instruments - one bearing a fixed interest rate
    (fixed-rate payer) and the other a floating rate
    (floating-rate payer) on a periodic basis over
    the fixed time period.

3
I. Defining A Swap
  • EX A 3-year 11 fixed for six-month LIBOR
    floating 10 million swap settled every six
    months requires a fixed-rate payer to pay 11
    fixed-rate interest on a notional principal of
    10 million to a floating-rate payer in exchange
    for a variable-rate interest that depends on a
    pre-specific six-month LIBOR rate on 10 million
    principal.
  • If the suitable LIBOR rate was 10, the swap
    requires the fixed-rate-payer to pay 550,000 (
    10m 11 0.5) to floating-rate-payer in
    exchange for receiving 500,000 ( 10m 10
    0.5) from floating-rate- payer.

4
I. Defining A Swap
  • In real practice, only the difference is
    transacted, that is, the swap requires
    fixed-rate-payer to pay 50,000 net to floating
    rate payer. This exchange will take place every
    six months until the maturity.
  • The six-month LIBOR rate that is actually used on
    a payment date is the rate prevailing six months
    earlier. This reflects the way in which interest
    is paid on LIBOR-based loans. The first exchange
    of cash flows is know with certainty when the
    contract is negotiated.

5
II. Gains From Swaps
  • Typical transactions involve one party that is an
    established, highly  rated issues that prefers
    floating rate  obligations  but can  sell 
    fixed-rate debt at a relatively low  rate, 
    while  the other party is usually a lower-rated
    issuer preferring fixed-rate obligation.  This 
    arrangement allows each party to borrow  with
    the  preferred  type  of interest obligation
    usually at  a  lower overall cost of financing
    than each party could obtain on its own (to
    exploit "comparative advantage").

6
II. Gains From Swaps
  • This exploitation is possible because the
    existence of different relative costs in
    different maturity markets which is connected to
    differences in the credit ratings of swap
    partners. Investors  require  lower-rated 
    borrowers  to pay relatively high risk premiums
    when borrowing at a long-term fixed rate rather
    than at a short-term floating rate.

7
II. Gains From Swaps
  • Example
  • The  Sallie Mae  A highly-rated institution
    prefers floating  rate debt to match short-term
    loan in  its students  loan portfolio but can
    sell fixed-rate debt at relatively low rate.
  • A MSB A relatively low-rated institution
    prefers to match its long-term, fixed-rate
    mortgage portfolio with fixed-rate funds.

8
II. Gains From Swaps
  • _______________________________________
  • Cost Fixed Rate
    Floating-Rate
  • Borrowing Cost
    Borrowing Cost
  • _______________________________________
  • MSB 13 LIBOR1.5
  • SALLIE MAE 11 LIBOR
  • Quality Spread 2 1.5
  • Quality Spread Difference
  • or Arbitrage Opportunity 0.5
  • _______________________________________

9
II. Gains From Swaps
  • All-in-cost computation
  • __________________________________________________
    __ MSB Sallie Mae
  • __________________________________________________
    __
  • Funding Cost
  • MSB issues floating L1.5
  • Sallie Mae issues Fixed 11
  •  Swap Payments
  • MSB pays fixed to Sallie Mae 11.3 L
  • Sallie Mae pays floating to MSB -L -11.3
  • __________________________________________________
    __
  • All-in-cost 12.8 L - 0.3
  • Comparable Cost 13.0 L
  • Cost Saving 0.2 0.3
  • __________________________________________________
    __

10
II. Gains From Swaps
  • MSB Bank Sallie Mae
  • __________________________________________________
    _______
  • Funding Cost
  • MSB issues floating L1.5
  • Sallie issues Fixed 11
  • Swap Payments
  • MSB pays fixed to Bank 11.3 -11.3
  • Bank pays floating to MSB - L L
  • Bank pays fixed to Sallie Mae
    11.2 -11.2
  • Sallie Mae pays floating to Bank
    -L L
  • __________________________________________________
    _______
  • All-in-cost 12.8 -0.1 L -0.2
  • Comparable Cost 13.0 0 L
  • Cost Saving 0.2 0.1 0.2
  • __________________________________________________
    ______

11
III. Why Swap? Alternative Explanations
  • 1. Underpriced Credit Risk or Risk Shifting
  • It has been argued that credit risk is
    underpriced in floating-rate loans, which gives
    rise to the arbitrage opportunities.
  • However, the arbitrage opportunities should
     disappear  as  the expansion of the swap market
    has effectively increased the demand for
     floating-rate debt by lower-rated companies and
     the  demand for fixed-rate debt by higher-rated
    companies.

12
III. Why Swap? Alternative Explanations
  • Jan Loeys suggests that the quality spread is the
     result  of risk  being shifted from the lenders
    to the shareholders. To  the extent  that lenders
    have the right to refuse to roll over  debt, more
    default risk is shifted from the lenders to the
    shareholders as the maturity of the debt
    decrease. With this explanation, the "gains"
     from a swap would instead be transfers from  the
     shareholders of the lower-rated firm to the
    shareholders of the  higher-rated firm.

13
III. Why Swap? Alternative Explanations
  • 2. Information Asymmetries
  • Arak, Estrella,  Goodman, and Silver argue  that
     the  "issue short term - swap to fixed"
    combination would be preferred if the firm
  • has information that would lead it to expect its
    own  credit spread  to be lower in the future
    than the market  expectation changes in its
    credit spread than  is the market
  • expects higher risk-free interest rates than does
    the market
  • is more risk-averse to changes in the risk-free
    rate than is the market.

14
III. Why Swap? Alternative Explanations
  • 3. Differential Prepayment Options
  • Borrowing  fixed directly has a put option on
     interest  rates (prepayment),  while the "borrow
    floating - swap to  fixed"  does not.  Thus the
    lower-rated firm can borrow at a fixed  rate
     more cheaply by swapping from floating because
    the firm in effect  has sold an interest rate
    option. At least a portion of the  funding cost
     "savings"  obtained by the lower-rated firm come
     from  the premium on this option.

15
III. Why Swap? Alternative Explanations
  • 4. Tax and Regulatory Arbitrage
  • In  the less-regulated Eurodollar market, the
    costs  of  issue could  be  considerably less
    than in the U.S. However,  not  all firms  have
     direct  access to the Eurodollar  market.  The
     swap contract  provides  firms with access and
    permits more  firms  to take advantage of this
    regulatory arbitrage.

16
IV. VALUATION OF INTEREST RATE SWAPS
  • 1.  Indication Pricing Schedule
  • __________________________________________________
  • Bank Pays Bank Receives
    Current
  • Maturity Fixed Rate Fixed Rate TN Rate
  • __________________________________________________
  • 2 yrs 2 yr TN 30 bps 2 yr TN 38
    bps 7.52
  • 3 3 yr TN 35 bps 3 yr TN 44
    bps 7.71
  • 4 4 yr TN 38 bps 4 yr TN 48 bps
    7.83
  • 5 5 yr TN 44 bps 5 yr TN
    54 bps 7.90
  • 6 6 yr TN 48 bps 6 yr TN 60
    bps 7.94
  • 7 7 yr TN 50 bps 7 yr TN 63 bps
    7.97
  • 10 10 yr TN 60 bps 10 yr TN 75
    bps 7.99
  • __________________________________________________

17
V. Returns and Risks of Swaps to End Users
  • On the positive side
  • 1.  Interest rate swaps primarily allow
    institutions to manage interest  rate  risk  by
    swapping for  preferred  interest payment
    obligations.
  • 2.  Swaps  also provide institutions with
    vehicles  to  obtain cheaper  financing by
    exploiting  arbitrage  opportunities across
    financial markets.
  • 3.  Swaps  allow institutions to gain access to
    debt  markets that otherwise would be
    unattainable or too costly.
  • 4.  Relative  to other alternative risk
    management,  swaps are more flexible and
    costless.

18
V. Returns and Risks of Swaps to End Users
  • On the negative side
  • 1.Swaps are not standardized contracts, which lead
    s to several problems
  • a. Negotiating a mutually agreeable swap contract
    involved time, energy, and resources.
  • b. A secondary market is not available, at a
    result, it is difficult  and costly to "back out"
    of a swap agreement if the need arises.
  • 2.  Swaps holders are exposed to default risk. 
    A default  on one  party  exposes the other party
    to interest rate  risk and possible lose of
    funds.

19
VI. Risks For Banks In Intermediating Swaps
  • 1. As a Broker in the early stages, commercial
    banks and investment  banking  firms found in
    their client bases  those  entities that needed
    swaps to accomplish funding or investing
     objectives, and they matched the two entities.
  • 2. As a Guarantor To reduce the risk of
    default, many early swap transactions required
    that the lower credit-rated entity obtain a
    guarantee from a highly rated commercial bank.
  • 3.  As a Dealer Advanced in quantitative
    techniques and  futures products  for  hedging
    complex positions such as swaps  made  the
    protection of large inventory positions feasible.

20
VI. Risks For Banks In Intermediating Swaps
  • Regulators Concern
  • a.  Pricing Risk
  • Pricing risk occurs from banks "warehousing -
    swaps  - from arranging a swap contract with one
    end-user without  having arranged at offsetting
    swap  with  another end-user.  Until an
    offsetting swap is arranged,  the  bank has an
    open swap position and is vulnerable to an 
    adverse change is swap prices.

21
VI. Risks For Banks In Intermediating Swaps
  • Regulators Concern
  •  b. Credit Risk
  • A bank with perfectly matched swaps does not
    expose to price risk. If interest rates change,
    the value of  one swap will fall while the value
    of the other  rises an equal amount.  But if one
    of the end-user defaults, the  bank  loses the
    hedging value of the offsetting  swap and may
    suffer a capital loss.

22
VI. Risks For Banks In Intermediating Swaps
  • c. As a way to exploit deposit insurance
    subsidies
  • The swaps market may offer banks some
    opportunities for exploitation of the deposit
    insurance system. Specifically, banks can leave
    their swaps unhedged and thereby speculate on
    interest rate movements, or they can engage in
    swaps with unusually risky counterparties.

23
VI. Risks For Banks In Intermediating Swaps
  • c. As a way to exploit deposit insurance
    subsidies
  • Regulators have recognized the risk inherent in
    swaps and have taken it into account in the new
    risk-based capital requirements for banks. They
    reduce incentives for risk-taking through swaps
    by including swaps in the calculation of
    risk-adjusted assets. The requirements state
    that half of the sum of (1) 0.5 percent of the
    notional principal of a swap with a life of more
    than one year and (2) the market value of the
    swap, if it is positive, is to be included in
    risk-adjusted assets. Thus, investment in a swap
    requires some commitment of capital, and this
    reduces the risk of bank failures because capital
    acts as a cushion against losses.

24
VI. Risks For Banks In Intermediating Swaps
  • d. Systematic Risk to the Financial System
  • The capital requirement also reduces the
    possibility of a destabilizing disruption to the
    financial markets as a result of systemic risk
    from swaps because swaps dealers tend to have
    numerous swaps deals with each of the other
    dealers, a problem at one bank could be
    transmitted to other banks and ultimately cause
    multiple failures.

25
VII. SWAP APPLICATIONS
  • 1. Minimizing Financing Costs
  • A  U.S. Co. - wants to borrow an  amount of US
    100 million for seven years. Having issued
    bonds  heavily in  the recent past, US Co. would
    have to borrow at a  relatively unattractive
     rate in the U.S.market. On the other hand, it
    could  obtain  favorable terms on a private
     placement  issue  in Dutch marks where, for a
    variety of reasons, there is a  strong demand
     for US Co.'s paper. In this environment, US Co.
    will  be wise to issue DM-denominated seven-year
    bonds and arrange a currency swap with a
    financial intermediary to exchange DM and U.S.
    dollar cash flows.

26
VII. SWAP APPLICATIONS
  • DM 190m US100 million
  • Private Placement Investor Issuer U.S. Company
    swap Counterparty
  • DM 190 million
  •  
  • Each year
  • DM 6.5 DM 6.5
  • Investor U.S. Company
    Swap Counterparty
  • US9.5
  •  
  • At Maturity
  • DM 190 m DM 190 million
  • Investor U.S. Company Swap
    Counterparty
  • US 100 million

27
VII. SWAP APPLICATIONS
  • 2. Synthetic Asset Creation
  • Synthetic assets are created through a
    combination of a bond  and a swap. A common
    structure is a bond denominated in a non-dollar
    currency  and a currency swap. For example, a
    U.S.  dollar-based investor  wants an attractive
    spread over six-month LIBOR,  which is  the rate
    at which it can fund its investments. For this,
     it can  purchase a dollar denominated
    floating-rate note  (FRN)  or, alternatively,  it
     can purchase a yen-denominated  bond  coupled
    with a currency swap (fixed yen vs. six-month
    LIBOR).

28
VII. SWAP APPLICATIONS
  • Purchase Euroyen bond Yen 15,000
  • Yen 15,000 Investor Swap Counterparty
  • US 100
  •  
  • Each year
  • LIBOR 22bp semiannual
  • Euroyen bond Investor Swap Counterparty
  • Yen 5,5 annual Yen 15,000 principal
  •  At maturity
  • US 100 return of initial investment
  • Euroyen bond Investor Swap Counterparty
  • Yen 15,000 principal
  • Yen 15,000 principal

29
VII. SWAP APPLICATIONS
  • 3. Asset-Liability Management
  • Swaps can also be used in an overall portfolio or
    a balance sheet of  assets and liabilities to
    alter an institution's exposure  to interest
     rate or currency movement. Entering into  an
     interest rate  or currency  swap will result in
    one becoming longer or shorter the bond market,
    or longer or shorter a currency. This may  be
     done to reduce or eliminate interest rate or
    currency exposure, or to take a view without
    having to actually buy or short a bond, which
    could be difficult.

30
VII. SWAP APPLICATIONS
  • For  example,  a bank in Singapore has a
    portfolio  of  Eurobonds that are largely funded
    with short-term Eurodollar deposits. The average
    maturity of the Eurobonds is 3.5 years. While
    the bank's asset-liability manager is pleased
    with the spread they have been making, he is now
    afraid that rates may soon rise.
  •  

31
VII. SWAP APPLICATIONS
  • Rather  than sell off his carefully selected
    Eurobond  portfolio, he  arranges to enter into a
    3.5 year interest rate swap  to  receive
    three-month LIBOR and pay a fixed rate. He is
    now approximately hedged against interest rate
    increases, since he  is  receiving  fixed  (on
    the bonds) and paying fixed  (on the  swap).
    Later on, if his view changes, he may cancel the
    swap in part  or in whole. Thus can he use the
    swap as a tool in  asset-liability management.

32
VII. SWAP APPLICATIONS
  • 4. Hedging Future Liabilities - Forward Swaps
  • Swaps may also be done on a forward basis, with
    interest beginning to  accrue  as of a date from
    one week to several  years  in  the future.
  • EX A corporation has outstanding high coupon
    debt that is callable  in two years. The
    corporation thinks that  current  interest rate
     levels are attractive and would like to lock in
     today  the cost of refunding its debt on the
    call date. The corporate  could enter  into a
    forward swap in which it will pay a fixed rate
     and receive a floating rate.
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