Derivative instrument and Discount factor: Difference between pages

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''Risk management - hedging''.
'''1.'''


A derivative instrument or contract is one whose value and other characteristics are derived from those of another asset or instrument (sometimes known as the Underlying Asset).
(DF).


Derivative instruments are widely used by non-financial corporates for hedging purposes.
The number less than one which we multiply a single future cash flow by, to work out its present value as:


PV = DF x future cashflow.


<span style="color:#4B0082">'''Example'''</span>


A share option is a type of derivative contract, allowing the holder to buy shares at a certain predetermined strike price.
The periodic discount factor is calculated from the periodic [[yield]] as:


The value of the share option derives from the current price of the related underlying share relative to the option strike price.
DF = (1 + periodic yield)<SUP>-n</SUP>




== See also ==
Commonly abbreviated as DF(n,r) ''or'' DF<SUB>n,r</SUB>
* [[CCR]]
 
* [[Collateral]]
Where:
* [[Commodity risk]]
 
* [[CP]]
n = number of periods.
* [[Credit support annex]]
 
* [[Embedded derivative]]
r = periodic yield (or periodic cost of capital).
* [[ETD]]
 
* [[FC]]
 
* [[Fixing instrument]]
 
* [[Forward rate agreement]]
<span style="color:#4B0082">'''Example 1: Discount factor calculation'''</span>
* [[FVTOCI]]
 
* [[FVTPL]]
Periodic yield or cost of capital (r) = 6%.
* [[Hedge fund]]
 
* [[Hedging]]
Number of periods in the total time under review (n) = 1.
* [[Interest rate swap]]
 
* [[IR]]
 
* [[ISDA Master Agreement]]
Discount factor = (1 + r)<sup>-n</sup>
* [[Margining]]
 
* [[Mark to market]]
= 1.06<sup>-1</sup>
* [[Maturity]]
 
* [[Notional principal]]
= 0.9434.
* [[Option]]
 
* [[Outright]]
 
* [[Potential Future Exposure]]
The greater the time delay, the smaller the Discount Factor.
* [[Replacement cost]]
 
* [[Risk management]]
 
* [[Strike price]]
<span style="color:#4B0082">'''Example 2: Increasing number of periods delay'''</span>
* [[Tracker fund]]
 
* [[Transfer]]
Periodic yield or cost of capital = 6%.
* [[Underlying]]
 
* [[Underlying asset]]
The number of periods delay increases to 2.
* [[Underlying price]]
 
* [[XVA]]
Discount factor = (1 + r)<sup>-n</sup>
 
= 1.06<sup>-2</sup>
 
= 0.8890.
 
''(A smaller figure than the 0.9434 we calculated previously for just one period's delay.)''
 
 
 
'''2.'''
 
The yield or cost of capital used for the purpose of calculating Discount Factors, as defined above. 


For example the 6% rate applied in definition 1. above.


===Other links===
*[http://www.treasurers.org/node/8599  Masterclass: Derivatives, ''Sarah Boyce,'' The Treasurer]


[[Category:Risk_frameworks]]
== See also ==
* [[Annuity factor]]
* [[Certificate in Treasury Fundamentals]]
* [[Certificate in Treasury]]
* [[Compounding effect]]
* [[Compounding factor]]
* [[Cumulative Discount Factor]]
* [[Day count conventions]]
* [[Factors]]
* [[Present value]]

Revision as of 13:49, 16 November 2016

1.

(DF).

The number less than one which we multiply a single future cash flow by, to work out its present value as:

PV = DF x future cashflow.


The periodic discount factor is calculated from the periodic yield as:

DF = (1 + periodic yield)-n


Commonly abbreviated as DF(n,r) or DFn,r

Where:

n = number of periods.

r = periodic yield (or periodic cost of capital).


Example 1: Discount factor calculation

Periodic yield or cost of capital (r) = 6%.

Number of periods in the total time under review (n) = 1.


Discount factor = (1 + r)-n

= 1.06-1

= 0.9434.


The greater the time delay, the smaller the Discount Factor.


Example 2: Increasing number of periods delay

Periodic yield or cost of capital = 6%.

The number of periods delay increases to 2.

Discount factor = (1 + r)-n

= 1.06-2

= 0.8890.

(A smaller figure than the 0.9434 we calculated previously for just one period's delay.)


2.

The yield or cost of capital used for the purpose of calculating Discount Factors, as defined above.

For example the 6% rate applied in definition 1. above.


See also