Derivatives
are financial instruments whose value changes in response to the
changes in underlying variables. The main types of derivatives are
futures, forwards, options, and swaps.
The
main use of derivatives is to reduce risk for one party. The diverse
range of potential underlying assets and pay-off alternatives leads
to a huge range of derivatives contracts available to be traded in
the market. Derivatives can be based on different types of assets
such as commodities, equities (stocks), bonds, interest rates,
exchange rates, or indexes (such as a stock market index, consumer
price index (CPI) — see inflation derivatives — or even an index
of weather conditions, or other derivatives). Their performance can
determine both the amount and the timing of the pay-offs.
Types
Due
to complexity in nature, it is very difficult to classify the
financial derivatives, so in present context, the basic financial
derivatives which are popular in the market have been described in
brief.
One
form of classification of derivative instruments is between commodity
derivatives and financial derivatives. The basic difference between
these is in the nature of the underlying asset or instrument. In
commodity derivatives, the underlying instrument is a commodity which
may be wheat, cotton, pepper, sugar, jute, corn, gold, silver and so
on. In a financial derivative, the underlying instrument may be
treasury bills, stocks, bonds, foreign exchange, stock index, cost of
living index etc. It is to be noted that financial derivative is
fairly standard and there is no quality issues whereas in commodity
derivative, the quality may be the underlying matters. However, the
distinction between these two from structure and functioning point of
view, both are almost similar in nature.
Another
way of classifying the financial derivatives are is into basic and
complex derivatives. In this, forward contracts, futures, contracts
and options contracts have been included in the basic derivatives.
Whereas swaps and other complex derivatives are taken into complex
category because they are built up from either forwards/futures or
options contracts, or both, such derivatives are effectively
derivatives of derivatives.
Options
and futures
Futures
and options represent two of the most common form of "Derivatives".
Derivatives are financial instruments that derive their value from an
'underlying'. The underlying can be a stock issued by a company, a
currency, Gold etc., The derivative instrument can be traded
independently of the underlying asset. The value of the derivative
instrument changes according to the changes in the value of the
underlying. Derivatives are of two types -- exchange traded and
over the counter.
Exchange traded derivatives, as the name signifies are traded through organized exchanges around the world. These instruments can be bought and sold through these exchanges, just like the stock market. Some of the common exchange traded derivative instruments are futures and options.
Over the counter (popularly known as OTC) derivatives are not traded through the exchanges. They are not standardized and have varied features. Some of the popular OTC instruments are forwards, swaps, swaptions etc.
Futures A 'Future' is a contract to buy or sell the underlying asset for a specific price at a pre-determined time. If you buy a futures contract, it means that you promise to pay the price of the asset at a specified time. If you sell a future, you effectively make a promise to transfer the asset to the buyer of the future at a specified price at a particular time. Every futures contract has the following features:
Exchange traded derivatives, as the name signifies are traded through organized exchanges around the world. These instruments can be bought and sold through these exchanges, just like the stock market. Some of the common exchange traded derivative instruments are futures and options.
Over the counter (popularly known as OTC) derivatives are not traded through the exchanges. They are not standardized and have varied features. Some of the popular OTC instruments are forwards, swaps, swaptions etc.
Futures A 'Future' is a contract to buy or sell the underlying asset for a specific price at a pre-determined time. If you buy a futures contract, it means that you promise to pay the price of the asset at a specified time. If you sell a future, you effectively make a promise to transfer the asset to the buyer of the future at a specified price at a particular time. Every futures contract has the following features:
- Buyer
- Seller
- Price
- Expiry
Some
of the most popular assets on which futures contracts are available
are equity stocks, indices, commodities and currency.
The
difference between the price of the underlying asset in the spot
market and the futures market is called 'Basis'. (As 'spot market' is
a market for immediate delivery) The basis is usually negative, which
means that the price of the asset in the futures market is more than
the price in the spot market. This is because of the interest cost,
storage cost, insurance premium etc., That is, if you buy the asset
in the spot market, you will be incurring all these expenses, which
are not needed if you buy a futures contract. This condition of basis
being negative is called as 'Contango'.
Sometimes it is more profitable to hold the asset in physical form than in the form of futures. For eg: if you hold equity shares in your account you will receive dividends, whereas if you hold equity futures you will not be eligible for any dividend.
Sometimes it is more profitable to hold the asset in physical form than in the form of futures. For eg: if you hold equity shares in your account you will receive dividends, whereas if you hold equity futures you will not be eligible for any dividend.
When
these benefits overshadow the expenses associated with the holding of
the asset, the basis becomes positive (i.e., the price of the asset
in the spot market is more than in the futures market). This
condition is called 'Backwardation'. Backwardation generally happens
if the price of the asset is expected to fall.
It is common that, as the futures contract approaches maturity, the futures price and the spot price tend to close in the gap between them ie., the basis slowly becomes zero.
It is common that, as the futures contract approaches maturity, the futures price and the spot price tend to close in the gap between them ie., the basis slowly becomes zero.
Options
Options contracts are instruments that give the holder of the instrument the right to buy or sell the underlying asset at a predetermined price. An option can be a 'call' option or a 'put' option.
Options contracts are instruments that give the holder of the instrument the right to buy or sell the underlying asset at a predetermined price. An option can be a 'call' option or a 'put' option.
A
call option gives the buyer, the right to buy the asset at a given
price. This 'given price' is called 'strike price'. It should be
noted that while the holder of the call option has a right to demand
sale of asset from the seller, the seller has only the obligation and
not the right. For eg: if the buyer wants to buy the asset, the
seller has to sell it. He does not have a right.
Similarly
a 'put' option gives the buyer a right to sell the asset at the
'strike price' to the buyer. Here the buyer has the right to sell and
the seller has the obligation to buy.
So
in any options contract, the right to exercise the option is vested
with the buyer of the contract. The seller of the contract has only
the obligation and no right. As the seller of the contract bears the
obligation, he is paid a price called as 'premium'. Therefore the
price that is paid for buying an option contract is called as
premium.
The buyer of a call option will not exercise his option (to buy) if, on expiry, the price of the asset in the spot market is less than the strike price of the call. For eg: A bought a call at a strike price of Rs 500. On expiry the price of the asset is Rs 450. A will not exercise his call. Because he can buy the same asset from the market at Rs 450, rather than paying Rs 500 to the seller of the option.
The buyer of a call option will not exercise his option (to buy) if, on expiry, the price of the asset in the spot market is less than the strike price of the call. For eg: A bought a call at a strike price of Rs 500. On expiry the price of the asset is Rs 450. A will not exercise his call. Because he can buy the same asset from the market at Rs 450, rather than paying Rs 500 to the seller of the option.
The
buyer of a put option will not exercise his option (to sell) if, on
expiry, the price of the asset in the spot market is more than the
strike price of the call. For eg: B bought a put at a strike price of
Rs 600. On expiry the price of the asset is Rs 619. A will not
exercise his put option. Because he can sell the same asset in the
market at Rs 619, rather than giving it to the seller of the put
option for Rs 600.
Option
pricing
Main
Components of an Options Premium
The
premium of an option has two main components: intrinsic value and
time value.
Intrinsic
Value (Calls):
When
the underlying security's price is higher than the strike price a
call option is said to be "in-the-money."
Intrinsic
Value (Puts):
If
the underlying security's price is less than the strike price, a put
option is "in-the-money." Only in-the-money options have
intrinsic value, representing the difference between the current
price of the underlying security and the option's exercise price, or
strike price.
Time
Value:
Prior
to expiration, any premium in excess of intrinsic value is called
time value. Time value is also known as the amount an investor is
willing to pay for an option above its intrinsic value, in the hope
that at some time prior to expiration its value will increase because
of a favorable change in the price of the underlying security. The
longer the amount of time for market conditions to work to an
investor's benefit, the greater the time value.
Six
Major Factors Influencing Options Premium
There
are six major factors that influence option premiums. The factors
having the greatest effect are:
- A change in price of the underlying security
- Strike price
- Time until expiration
- Volatility of the underlying security
- Dividends/Risk-free interest rate
Dividends
and risk-free interest rate have a lesser effect.
Changes
in the underlying security price can increase or
decrease the value of an option. These price changes have opposite
effects on calls and puts. For instance, as the value of the
underlying security rises, a call will generally increase and the
value of a put will generally decrease in price. A decrease in the
underlying security's value will generally have the opposite effect.
The
strike price determines
whether or not an option has any intrinsic value. An option's premium
(intrinsic value plus time value) generally increases as the option
becomes further in the money, and decreases as the option becomes
more deeply out of the money.
Time
until expiration, as discussed above,
affects the time value component of an option's premium. Generally,
as expiration approaches, the levels of an option's time value, for
both puts and calls, decreases or "erodes." This effect is
most noticeable with at-the-money options.
The
effect of volatility is the most subjective and perhaps the most
difficult factor to quantify, but it can have a significant impact on
the time value portion of an option's premium. Volatility is simply a
measure of risk (uncertainty), or variability of price of an option's
underlying security. Higher volatility estimates reflect greater
expected fluctuations (in either direction) in underlying price
levels. This expectation generally results in higher option premiums
for puts and calls alike, and is most noticeable with at-the-money
options.
The
effect of an underlying security's dividends
and the current
risk-free interest rate have a small but measurable
effect on option premiums. This effect reflects the "cost of
carry" of shares in an underlying security -- the interest that
might be paid for margin or received from alternative investments
(such as a Treasury bill), and the dividends that would be received
by owning shares outright.
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