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Structured warrants
cost a fraction of the price of their underlying
security and allow investors to gain exposure
to this underlying security without actually
owning it. The fact that you can trade structured
warrants with a considerably smaller investment
outlay gives rise to a variety of warrant strategies.
Leverage
One of the most attractive features of structured
warrants is the leverage effect that they can
offer. Once the investor has established a strong
view on the movement of the underlying security,
he/she can buy a structured warrant, which costs
a fraction of the price of the underlying security.
As such, structured warrants present the advantage
of limiting the losses to the price paid while
offering unlimited directional exposure to the
underlying security. (However, investors should
remember that the potential pay-off of put warrants
is limited due to the fact that the value of
the underlying security cannot fall below zero.)
Example: both Susan and
Ken think that stock XYZ has some upside potential.
While Susan chooses to long 1,000 shares, Ken
would like to invest in 10,000 call warrants
on XYZ that provide an effective gearing of
around 6 times.
On day 1, stock XYZ is
trading at SGD16 and the call warrant is trading
at SGD0.20. Let's suppose that one week later,
stock XYZ trades up 12.5% from SGD16 to SGD18.
Following the rise in the underlying security,
the price of the call warrant rises from SGD0.20
to SGD0.35.
|
Buy shares
strategy |
Buy calls strategy |
| Initial capital
outlay (SGD) |
1,000 shares
x 16 = 16,000 |
10,000
warrants x 0.20 = 2,000 |
| Buying price
(SGD) |
16 |
0.20 |
| Price after one
week (SGD) |
18 |
0.35 |
| Profit
(SGD) |
1,000
shares x 2 = 2,000 |
10,000
warrants x 0.15 = 1,500 |
| Profit in % terms |
12.5 |
75 |
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In the
above example, the buy calls strategy outperforms
the buy shares strategy in terms of percentage
gain due to the leverage involved in structured
warrants. (The example has not taken into account
of change in implied volatility, time value
and other pricing parameters. The pricing parameters
will be discussed in Part 3.)
One might ask that in
terms of dollar gain, the buy shares strategy
still looks more attractive. But look at the
initial capital outlay as well! The buy shares
strategy requires a capital outlay of SGD16,000
which is way above the capital outlay of SGD
2,000 required by the buy calls strategy. As
a matter of fact, aggressive investors can consider
buying more call warrants to attain a higher
leverage. For example, instead of buying 10,000
calls, one can consider buying 15,000 calls
so as to achieve a potential gain of SGD2,250
(similar to the dollar gain of the buy shares
strategy) while maintaining a capital outlay
of SGD3,000 only.
Cash
Extraction
Another interesting strategy involving structured
warrants is cash extraction. By replacing the
shares in the portfolio with structured warrants,
investors are able to extract cash while maintaining
an equivalent level of exposure to the underlying
securities.
Example: Samantha
wants to keep her exposure to stock ABC but
is in need of cash. She decides to extract cash
through replacing the ABC shares in her portfolio
with call warrants with a delta of 0.05 per
warrant.
On day 1, Samantha
sells 2,000 shares of ABC at SGD21 and buys
40,000 call warrants (2,000 shares divided by
the delta) at SGD0.175. Let's suppose that two
weeks later, stock ABC continues to rally and
trades up to SGD25. Following the rise in the
underlying security, warrant price rises to
SGD0.375.
|
Hold shares strategy |
Buy calls strategy |
| Capital exposure
(SGD) |
2,000 shares
x 21 = 42,000 |
40,000
warrants x 0.175 = 7,000 |
| Price after two
weeks (SGD) |
25 |
0.375 |
| Profit (SGD) |
2,000 shares
x 4 = 8,000 |
40,000
warrants x 0.2 = 8,000 |
| Profit in % terms |
19 |
114.3 |
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By replacing
the shares with call warrants, Samantha successfully
extracts SGD35,000 "locked-up" in
the portfolio (SGD42,000 - SGD 7,000). The cash
extraction strategy also enables her to limit
her downside risk while keeping full upside
exposure. Notice that the number of warrants
to be bought is calculated by dividing the number
of shares by the delta per warrant, so as to
achieve a potential dollar gain from warrants
that is similar to that from holding shares.
(The example
has not taken into account of change in implied
volatility, time value and other pricing parameters.)
Hedging
So far we have been talking
about call warrants. What about puts? A popular
strategy involving put warrants is the hedging
of a portfolio, i.e. protecting the portfolio's
value against a market correction.
Put warrants
can act as an insurance policy as they guarantee
a minimum value for the underlying security
(which is equal to the strike). The price of
the protection is the warrant price paid. Should
the market fall, the value of the portfolio
will decrease. However, this loss can be partially
or fully offset by the appreciation of the put
warrants.
Example: Michael
believes the market is going to drop in the
near term. He has a stock portfolio worth SGD60,000
that he would like to hedge using put warrants.
Let's suppose that Michael invests SGD5,400
to buy 20,000 put warrants on the stock that
provide an effective gearing of around 7 times.
This means that Michael pays a premium of SGD5,400
to partially insure for a stock portfolio of
SGD 60,000.
Two weeks later,
the market goes down as expected and the value
of Michael's stock portfolio is down by 8%,
registering a loss of SGD4,800. On the other
hand, the price of the put warrant rises by
around 56%, from SGD 0.27 to SGD0.42. The gain
from the put warrants, SGD3,000 in this example,
helps partially offset the loss of the stock
portfolio.
|
Stock portfolio |
Put warrants |
| Initial value
(SGD) |
60,000 |
20,000
warrant x 0.27 = 5,400 |
| Value after two
weeks (SGD) |
55,200 |
20,000
warrants x 0.42 = 8,400 |
| Profit/loss (SGD) |
-4,800 |
+3,000 |
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(The example has not taken into
account of change in implied volatility, time
value and other pricing parameters.)

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