Chapter 8: Trading, Hedging and Investment Stratergies Flashcards
16/100 Qs
Intra-Market Spreads - what deriv, what is the same, what is different, anticipates changes in…
- Trades with simulataneous buy/sell of futures with different expiry dates for the same UA.
Reasons to enter into these trades - Anticipating changes in basis - (strengthen/weaken)
- Reducing risk - less risky than outright positions but yeild less profit
- Arbitrage - if the price is different for the same contract in different mkts
- To roll over an existing hedge into the future - close the old future and buy a longer dated one
Inter-market spreads - type of deriv, what is same/different, why use
- simultaneously buy/sell futures of DIFFERENT UAs.
- These are traded when the relationship between the 2 different UAs has degreaded and there is an expectation that it willl become stronger again soon
- Very common in IR products to speculate on IRs going up/down
- Used to anticipate changes in financing costs from IR mvmts or to quickly change the asset allocation of a portfolio
Cheapest to deliver bonds hedging
- long bond futures are used to hedge bond portfolios. In those futures the basket of underlying deliverable bonds will have 1 bond that is cheaper to deliver than the others (CTD).
- Cheapest to deliver bond = bond with highest repo rate and the CTD is used to measure funding costs for futures contracts as the futures contract price will be closley linked to the CTD bond
- When hedging bonds the CTD value has to be taken into account when working out home many futures are needed to hedge a position
No. fwds required to hedge a bond portfolio based on the cheapest to deliver bond calculation
No. contracts= price factor X (nominal value of CTD portfolio / nominal vale of the contract)
Calculation for number of contracts required to hedge a position with IR futures
- Used when there is not a portfolio of CTD bonds
No. contracts = (nominal value of non-CTD portfolio X duration of portfolio) / (IR futures prices X Duration of the UA in the IR future)
Sometimes a minus sign is out infront of the no. contracts to indicate that it is a hedge
Hedge ratio calculation - beta
What is beta used to work out
Beta = Covariance (Rp, Rm) / Variance (Rm)
* Rp= return on stock portfolio
* Rm= return on overall stock mkt
* Beta is a stock’s volatility relative to the whole mkt
- Beta is useful to calc how many contracts are needed to hedge a portfolio fully
Beta value meanings
- Greater than 1 = more volatile than the mkt
- 1 = in line with the mkt
- Between 0 and 1 = less volatile than the mkt
- 0 = no relationship
- less than 0 = inverse relationship
STIR futures hedge ration - basis point
hedge ratio= price change in portfolio given a 1 basis point change in yield / price change in STIR futures given a 1 basis point change in yields
Basis, basis trading and basis risk - +/-s
- Basis=difference between cash and futures prices
- Basis risk = risk futures price will be different to the change in cash prices
- Basis trading = using stratergies to profit from basis changes
- disadvantages of changes in basis for hedgers are that auditors require an analysis of the hedge and it’s related cash position. If basis is volatile the auditor may require the hedge to be listed as a speculative deriv on the balance sheet
- Advantages of changes in basis are for speculators and abrbitrage as volatility creates opportunity for profit. Also, basis trading has less price risk than outright trading.
Hedging Underlying long positions with options - and calc
- Buy a put option to protect agianst price of the security being heddge from causing loss. Worked out by:
- Value of underlying position/ (exercise price of option x price multiplier)
- Sell a call option to protect against downward mvmt of a portfolio.
Hedging an underlying short position using options
- buy a call option - make profit if the underlying price rises which will cancel out the loss from the short position
- Sell a put option.
Key notes for hedging with options
- Options hedges usually underperform due to the premium paid
- more flexible than hedging with futures
- Losses can be limited to the premium paid on the option
Covered short calls - what underlying positions, AKA, why use
- combiines a long underlying (U) position with a short call position(you own the UA, and write the option on it). AKA buy-write stratergy
- used to enhance returns in a stagnant market and partly hedge long U positions.
Can make money with the follow
1. the mkt remains stagnant = the option will not be exercised and the writer/asset holder gains the premium
2. In a falling mkt = premium reduces the loss but ddoesn’t provide a true hedge as the gain is limited to the premium
3. Rising mkt = overall gains are limited since the call will be exercised and gains over the strike will not be realised as the investor will now own the UA.,m
Covered short put- construction, why use
Constructed by
* Writing the put and holding the funds to buy the UA if required and
* Already having a short position (like being short the futures contract) then writting a put on the futures contract
- Motivation to hold one is enhance returns in a stagnant mkt and partially hedge a short underlying position.
- Does limit gains however as once exercised the writer no longer holds the asset and cannot benefit fron further price falls
Options spreads - what is an option spread and 3 types
- Simultaneous purchase/sale of options o th same class (put/call) and of the same UA#
- Vertical spread - buying/selling puts/calls with different strikesbut the same expiry date.
- Horizontal (calendar) spread - buy/sell options with the same strike but different expiry month.
- Diagonal (diagonal calendar) spread - buy/sell options with different strike and expiry month
Vertical spreads (options) - bull/bear spreads
- attempt to profit from directional mvmt in U price.
- Spreads are only either moderately bullish/bearish so can be split into bull spreads and bear spreads
- Bull spread - inv. buys lower strike option and sells the higher strike.
- Bear spread - sells lower strike option and buys the higher strike
Vertical spreads - bull call
- Motivation - Moderately bullish
- Construction - buy low strike, sell high strike option
- Net premium - paid out
- max risk - premium cost
- max reward - difference between strike prices of the 2 options subtract the premium paid
- break-even point - lower strike price + net premium paid
Bull call graph is a reverse Z shape and goes from low to high
Vertical spreads - bear call
- Motivation - Moderately bearish
- Construction - sell at low strike, buy at high strike
- Net premium - recievd
- max risk - difference in strike - net premium
- max reward - net premium recieved
- break-even point - lower strike price + net premium
Bear call graph slopes downwards in teh reverse Z shape
Vertical spread - bull put
- Motivation - Moderately bullish
- Construction - buy at a lower strike, sell higher strike
- Net premium - recieved
- max risk - difference in strike price - net premium recieved
- max reward - net premium
- break-even point - higher strike price - net premium
Bull put graph the same shape as bull call graph
Vertical spread - bear put
- Motivation - moderately bearish
- Construction - sell at lower strike and buy at higher strike
- Net premium - paid out
- max risk - net premium paid
- max reward - difference in strike prices - premium paid
- break-even point - higher strike price - net premum paid
Bear put graph same as the bear call graph