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(1)

HEDGING

STRATEGIES

USING FUTURES

(2)

CONTENTS

* Hedging, perfect hedge, hedge-and-forget

strategies

* Short hedges, long hedges

* Arguments for and against hedging

* Basis, basis risk

* Cross hedging

* Stock indices, sorts of stock indices, MSCI

Korea, FTSE Korea, Barclays Capital Aggregate

Bond Index (Lehman Aggregate Bond Index)

* KOSPI series

(3)

HEDGING

 What is Hedging?

 A way of reducing risk.

 An exposure to the price of an asset

 Using futures markets to reduce a particular risk that

(4)

HEDGING

(CONT’D)

Perfect Hedge

A perfect hedge is one that completely eliminates the risk.

Hedge-and-forget strategies

Hedge-and-forget strategies is the kind of hedge which assumed that no attempt is made to adjust the hedge once it has been put in place and the hedger simply takes a

(5)

SHORT HEDGES

 A short hedge involves a short position in futures

contracts.

 A short hedge is appropriated when the hedger already

(6)

SHORT HEDGES

(CONT’D)

It can be illustrated that a short position

in futures contracts on delivery day

If future price > spot price

Gain

On the contrary

(7)

LONG HEDGES

 A long hedge involves a long position in futures

contracts.

 A long hedge is appropriated when a company knows it

(8)

LONG HEDGES

(CONT’D)

It can be illustrated that a long position

in futures contracts on delivery day

If future price < spot price

Gain

On the contrary

(9)

ARGUMENTS

FOR

AND

AGAINST

HEDGING

share holders

holding well-diversified portfolios, can eliminate many of the risks faced by a company. They do not require the company to hedge these risks.

Company

may find that it is increasing rather than decreasing risk by hedging if none of its competitors does so.

Treasurer

may fear criticism from other executives if the company makes a gain from movements in the price of the

(10)

ARGUMENTS

FOR

AND AGAINST

HEDGING

 Shareholders are usually well diversified and can make

their own hedging decisions

 It may increase risk to hedge when competitors do not

 Explaining a situation where there is a loss on the hedge

(11)

BASIS

 The basis is the difference between the spot price of an

asset and its futures price.

(12)

BASIS RISK

1. The asset whose price is to be hedged may not be

exactly the same as the asset underlying the futures contract.

2. The hedger may be uncertain as to the exact date when

the asset will be bought or sold.

3. The hedge may require the futures contract to be closed

out before its delivery month.

These problems give rise to what is termed basis risk.

(13)

BASIS RISK

(CONT’D)

 In general, basis risk increases as the time difference

between the hedge expiration and the delivery month increases.

 One key factor affecting basis risk is the choice of the

futures contract to be used for hedging which concludes

the asset underlying the futures contract and the delivery month.

 So it is necessary to carry out a careful analysis to

(14)

CROSS HEDGING

 If the asset underlying the futures contract and the asset

whose price is being hedged are different, it can be called Cross Hedge.

 Hedge ratio

the ratio of the size of the position taken in futures contracts to the size of the exposure.

(15)

CROSS HEDGING

 If the hedger wishes to minimize the variance of

a position, a hedge ratio different from 1.0 may be appropriate.

 Proportion of the exposure that should optimally

be hedged is

(16)

STOCK INDICES

 Stock indices track changes in the value of a

hypothetical portfolio of stocks.

 If the hypothetical portfolio of stocks remains

fixed, the weights assigned to individual stocks in the portfolio do not remain fixed.

 The underlying portfolio is then automatically

(17)

SORTS OF STOCK

INDICES

 The Dow Jones Industrial Average is based on a portfolio

consisting of 30 blue-chip stocks in the United States.

 The Standard & Poor’s 500 (S&P 500) Index is based on a

portfolio of 500 different stocks: 400 industries, 40 utilities, 20 transportation companies, and 40 financial institutions.

 The Nasdaq 100 is based on 100 stocks using the National

Association of Securities Dealers Automatic Quotations Service.

 The Russell 1000 Index is an index of the prices of the 1000

(18)

MSCI KOREA

 The MSCI AC (All Country) Pacific Index is a free

float-adjusted market capitalization weighted index that is designed to measure the equity market performance of the developed and emerging markets in the Pacific

region. As of June 2007, the MSCI AC Pacific Free Index consisted of the following 12 developed and emerging market countries: Australia, China, Hong

(19)

FTSE KOREA

FTSE Asiatop & Asian Sector Index Series  FTSE Group have created a comprehensive range

of tradable indices for the Asia equity markets. The market-driven design allows both domestic and global investors the ability to follow

performance either by market capitalisation or by sector. The indices are the ideal basis for both on-exchange and OTC (over-the-counter) derivative products, mutual funds and exchange-traded

(20)

FTSE KOREA

(CONT’D)

 The universe is the FTSE All-World Index Series, with

constituents from the following markets:  China (H shares & B shares)

 Hong Kong (Hong Kong stocks, Red Chips & HSBC)

 Indonesia

 India

Korea

 Malaysia

 Philippines

 Singapore

 Taiwan

(21)

LEHMAN AGGREGATE BOND

INDEX

 Also called Barclays Capital Aggregate Bond Index

 a broad base index, maintained by Barclays Capital,

which took over the index business of the now defunct Lehman Brothers, and is often used to represent

(22)

KOSPI SERIES

 KOSPI

A stock price index plays an important role both as a

general indicator of price fluctuations in the stock market and as a nation’s economic indicator.

Publication

KOSPI is updated on the KRX website every 10 seconds and is available in statistical KRX publication “KRX

(23)

KOSPI SERIES

(CONT’D)

Calculation

KOSPI is calculated as follows with Current

Market Capitalization (=market capitalization at the time of comparison) as the numerator and Base Market Capitalization (=market

capitalization as of January 4, 1980) as the denominator.

 

(24)

BETA OF PORTFOLIO

 To hedge the risk in a portfolio the number of contracts

(25)

BETA OF PORTFOLIO

 When ß =1 the return on the portfolio tends to

mirror the return on the market

 When ß =2 the excess return on the portfolio

tends to be twice as great as the excess return on the market, and a portfolio with a ß of 2 is twice as sensitive to market movements as a portfolio with a beta 1

(26)

References

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