Bonds Flashcards

(30 cards)

1
Q

Bond Yields Characteristics

A

yield puts everything on level playing field - enables
comparison of bonds. Higher risk of an investment the
investor requires a higher yield.

risk free rate is first building block of yield (3%)
term risk is next building block (2%)
credit risk is next building block (1%)
liquidity may be next block (0.5%)
currency risk may be next block

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2
Q

Covenants

A

Conditions that protect bondholders

 Covenants limiting further debt and priority
 Covenants restricting the payment of dividends
 Covenants restricting the sale of assets

if you have debt at the top of the priority order then
covenants stop your debt becoming less prioritised
may restrict higher priority debt being created or if they
do your debt has to be upgraded to same level of priority

restrict excessive levels of dividends, share buy-backs
can sell assets if proceeds are used to buy similar assets or
pay some debt

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3
Q

Islamic Finance

A

Sukuk
Islamic financial certificate compliant with Sharia law
Securities of equal value representing a common share in the ownership of an underlying asset

Ijarah Sukuk
Establish SPV
Issues Sukuk and sells to investors
Proceeds used to purchase asset from the company for a set period
SPV leases asset back to company
Lease payments made by company to investors via SPV
Company buys asset back and money returned to investors

basically works the same as a bond - get regular payments
receive money back at maturity
technically no interest - rent on property leasing back
intifa’a similar but they get the right to use the asset
they have purchased

Salam Sukuk

 Similar to a forward contract
 Buy a commodity today for deferred delivery
 Good must be clearly defined and easily available for delivery
 Price known and paid in advance
 NOT tradeable so rare

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4
Q

Green Bonds

A

 Used to fund ‘green’ projects
 Additional transaction costs
 Lack of standardisation
 Potential for ‘greenwashing’
 ICMA Green Bond Principles

gives a good image - need to prove they are putting it
towards a green project
can be expensive for issuer - monitering and reporting on
green initiative
danger of greenwashing
set of voluntary guidlines
if break green clause then can be financially punished
falling from green grace - lost its green status

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5
Q

ESG Bonds

A

Social Bonds
Fund projects with social objectives

Sustainability Bonds
Finance both green and social projects

Sustainability-linked bonds
any type of bond where the issuer meets predefined sustainability/ESG objectives

Blue bonds
Supports marine projects

Social Impact Bonds
pay for success bonds - gov only pays if evidence of positive outcome

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6
Q

Factors affecting bond prices

A

 Interest rates
 Inflation
 Specific Issuer factors - Credit rating and Structure and seniority of the bond
 Liquidity
 Exchange rates (if denominated in a foreign currency)

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7
Q

Debt Crowdfunding

A

Loan-Based
* Consumers lend to
businesses directly
via a platform
* For established,
profitable SMEs
* No FSCS protection
* Delays in cashing-in
* Higher risk

Investment-Based
* Consumers invest directly in the company by buying
shares or debentures
* Higher risk
* Dilution risk
* Long investment periods
* No protection for investors
* No secondary market

Lending Platforms
* E.g. Funding Circle
in the UK and
Lending Club in the
US
* Enables consumers
to lend to small
companies
* Different platforms
carry different levels
of risk

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8
Q

Bond Fintech

A

Capexmove
* Bond Tokenisation platform
* Digitises traditional debt instructions
into smart legal contracts
* Issues tradeable units for secondary
trading

BondbloX
* Simplifies bond investing by allowing
investors to track and trade bonds
electronically
* Fractional bond exchange - breaks high
denomination wholesale bonds down
into smaller more accessible units

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9
Q

Gilt Issuance

A

 Issued on behalf of the government by the Debt Management Office (DMO)

May be new bonds or tranches of existing stocks
 Auctions – competitive, non-competitive
 Interim funding (TAPS)

Primary dealers – e.g. GEMMs
 Obligations and privileges
 Secondary market
primary dealers obligations:
obliged to give two way prices to ensure liquidity, participate in auctions (underwrite kinda), report to DMO what is going on in market
privileges:
exclusive rights to telephone auctions
exclusive access to DMO secondary market

Broker-dealers
 Buy/sell as principal or agent

Gilt inter-dealer brokers
 Anonymous deals between GEMMs

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10
Q

Gilt Auctions

A

Weekly auctions
 Competitive – buyers pay the price they bid, through GEMM minimum 1 million
 Non-competitive – up to £500,000 where buyers pay the weighted average price
 Post Auction Option Facility (PAOF) gives successful bidders in auction the option to buy an extra 25% at weighted average price

Bid-cover ratio
 >2 denotes a successful auction
 <1, auction is considered a failure
UK auction should not be <1 as primary dealers should
ensure there is enough bids

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11
Q

Repurchase Agreement

A

 Cash borrower agrees to immediately sell security to lender and buy it back at the same price on
an agreed date in the future (e.g. 2 weeks)
 Cash borrower also pays interest on the future date known as repo interest
 Legally binding agreements
 Other collateral can be used – not just gilts
 Reverse repo
 Standing repo facility (SRF) ensures smooth running of the government bond market

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12
Q

Eurobonds

A

In a currency other than that of the
market in which they are issued:
 Trading mechanism is OTC
 Issued in bearer form
 Unsecured debt
 No withholding tax
 Coupons taxable but paid gross and
annually
Often immobilised in depositaries

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13
Q

Pricing a bond & semi annual bond

A

PV coupon = 1/r x (1-1/(1+r)^n x CF
PV redemption = 100/(1+r)^n
add the two together

if coupon = yield then bond must be priced at 100

interest rates rise prices fall

semi annual - double periods and half coupon and yield

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14
Q

Index Linked bond pricing

A

calculate real yield = (1+rNominal)/(1+rInflation) - 1
discount each cash flow by real yield and sum to get price
Multiply price by index ratio

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15
Q

Accrued interest cum and ex div

A

dirty price cum div then add on accrued interest from clean price
dirty price ex div then takeaway accrued interest fromclean price

accrued interest = coupon x (accrued days/days in period)

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16
Q

Flat Yield

A

(annual coupon/clean price) x 100

useful for non-taxpayers, perpetual bond holders
short term investors who focus on income
doesn’t consider tax, capital gain/loss or the time value of
money
cant be used for variable coupon bonds

17
Q

Japanese Gross Redemption Yield

A

(coupon + (100 - clean price/number of years to redemption))/clean price

ignores time value of money, tax
always use annual coupon for Japanese GRY

18
Q

Gross Redemption Yield

A

Effectively the IRR of the bond’s cash flows
1. Calculate Japanese GRY to give an indication of actual GRY e.g. 2.90%
2. Find N1, the net present value of the bond at a yield below the Japanese GRY e.g. 2.50%.
Name this R1
 N1 = Price of bond using R1 – actual price of the bond
 N1 should be positive
3. Find N2, the net present value of the bond at a yield above the Japanese GRY e.g. 3.50%.
Name this R2
 N2 = Price of bond using R2 – actual price of the bond
 N2 should be negative
4. Calculate the GRY by interpolation: 𝐺𝑅𝑌 = r1 + (n1/(n1-n2)) x (r2-r1)

19
Q

Net Redemption Yield

A

Flat yield x (100 - tax rate)% + ((100 - clean price/number of years to redemption)/clean price) x 100

useful for tax payers
assume higher rate taxpayer

20
Q

Floating rate notes price

A

(next coupon + 100)/(1+r)^n

21
Q

Index Linked bond yields

A
  1. Divide by the index ratio to arrive at the real price
  2. Use the interpolation method as before to calculate the real GRY using the real price
  3. Find the nominal yield using the Fisher relationship (1+r)=(1+i)(1+R)
22
Q

The Yield Curve

A

Liquidity preference - investors will always go for the lower maturity bond and must be rewarded with higher return for higher maturity
Upward sloping yield curve

Market expectations - expectation theory, spot rates are based on the expectations of future interest rates
i.e. expected future interest rate cuts

Preferred habit theory - different investment firms will have different preference i.e. some banks may only invest in short term bonds if they have liquidity funds or investment firms may only invest in long term bonds to cover pension liabilities. Explains wiggles

Inverted yield curve - recession indicator, short term yields are higher than long term yields, because of expectations of long term cuts

Flat yield - stagflation, short term and long term equal, shifting yield curve either downwards to upwards or vice versa

Upwards sloping - normal yield curve, long term maturities are higher than short this is an economy in normal conditions

23
Q

Bond Forward Rates

A

(1 + forward rate)^T-S = ((1+rt)^T)/((1+rs)^S)

S is the start maturity
T is the end maturity
rS is the spot rate on the start date
rT is the spot rate on the end date

24
Q

Risk Management of bond investments

A

 Interest rate risk
 Inflation risk
 Credit/Default risk
 Liquidity/Marketability risk
 Issue specific risk
 Fiscal risk
 Currency risk
 Macro-economic factors

25
Macaulay Duration
What is Macaulay Duration?  The economic life of a bond i.e., how long (in years), it takes for the price (cost) of a bond to be repaid by its cash-flows Determinants  The coupon rate The higher the coupon, the lower the duration The time to maturity The longer to maturity, the higher the duration  The yield The higher the yield, the lower the duration Calculating table with periods, CF, PVCF, PV X T sum the PVxT figure and divide by price answer is in years
26
Modified Duration
Modified Duration = (Macaulay Duration)/(1+y) Gives an approximation of how a bond’s price will change for a 1% change in yield
27
Convexity
table with periods, CF, PVCF, PV X T, PV x T x (t+1) sum final column divide this by price x (1+y)^2
28
Convexity adjustment
0.5 x convexity x Change in yield^2 x Bond price approximate price + convexity adjustment increasing the convexity of your portfolio increases the systemic risk of the portfolio if you think interest rates are going to be volatile then you want a higher convexity bond - as if interest rates decrease then the price of your bond will increase more than a lower convexity bond and vice versa modified duration underestimates the price change
29
Duration And Convexity For Semi-Annual Bonds
For semi-annual bonds:  Halve the coupon and yield and double the periods  For duration, calculate as before and then divide by 2  For convexity, calculate as before and then divide by 4
30
Basis Point Value
represents how much the actual price of a bond will change if the yield changes by 1 basis point (0.01%) BPV = Modified Duration x (Bond price/10,000) e.g. if answer is 0.04 then if interest rates move by 1 bp, you will profit/lose 4p for every 100 nominal purchased