Page 187 - DMGT513_DERIVATIVES_AND_RISK_MANAGEMENT
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Derivatives & Risk Management




                    Notes             Value at Risk (VaR) is a market risk measurement approach that uses historical market
                                       trends and volatilities to estimate the likelihood that a given portfolio's losses will exceed
                                       a certain amount.
                                      VAR is a statistical  methodology that helps risk managers to aggregate risk numbers
                                       across business and product lines in a meaningful way.

                                      Historical simulations  represent the simplest way  of estimating the Value  at Risk for
                                       many portfolios.
                                      In this approach, the VaR for a portfolio is estimated by creating a hypothetical  time
                                       series of  returns on  that portfolio, obtained  by running  the  portfolio through  actual
                                       historical  data  and  computing  the  changes  that  would  have  occurred  in  each
                                       period.
                                      Variability in a security's total returns that is directly associated with overall movements
                                       in the general market or economy is called systematic (market) risk.
                                      The variability in  a security's  total returns not related  to overall market variability is
                                       called the non-systematic (non-market) risk.

                                   13.6 Keywords


                                   Historical Simulations:  Historical simulations represent the simplest way  of estimating  the
                                   Value at Risk for many portfolios.
                                   Non-systematic (non-market) Risk: The variability in a security's total returns not related to
                                   overall market variability is called the non-systematic (non-market) risk.
                                   Stock Index Futures: A stock index futures contract is a contract to buy or sell the face value of the
                                   underlying stock index where the face value is defined as being the value of index multiplied by
                                   the specified monetary amount.

                                   Systematic (Market) Risk:  Variability in  a security's total returns that is directly  associated
                                   with  overall  movements  in the general  market or  economy  is  called  systematic  (market)
                                   risk.

                                   Value at Risk (VaR):  Value at Risk  (VaR) is  a market  risk measurement approach that uses
                                   historical market trends and volatilities to estimate the likelihood that a given portfolio's losses
                                   will exceed a certain amount.

                                   13.7 Review Questions

                                   1.  Define index options. How index options are different from equity options?
                                   2.  Discuss the evolution of index futures.
                                   3.  How will you price a index future.

                                   4.  "Value at Risk (VaR) is a market risk measurement approach that uses historical market
                                       trends and volatilities to estimate the likelihood that a given portfolio's losses will exceed
                                       a certain amount." Discuss.
                                   5.  Historical simulations  represent the simplest way  of estimating the Value  at Risk for
                                       many portfolios. Discuss.
                                   6.  Distinguish between systematic and non-systematic risk.






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