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Thursday, February 28, 2013

Math Topics

var is the expected liberation of a portfolio oer a specified time period for a set level of
probability. For example if a daily var is stated as £100,000 to a 95% level of
confidence, this means that during the day in that location is a only a 5% chance that the loss the
next day will be greater than £100,000. VaR measures the potential loss in market
value of a portfolio victimization estimated volatility and correlation. The correlation referred
to is the correlation that exists between the market prices of disparate instruments in a
banks portfolio. VaR is calculated deep down a given confidence interval, typically 95%
or 99%; it seeks to measure the possible losses from a eyeshot or portfolio under
familiar circumstances. The definition of normality is critical and is basically a
statistical concept that varies by firm and by attempt management system. Put simply
however, the most commonly used VaR models assume that the prices of assets in the
financial markets follow a normal distribution.

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To implement VaR, all of a firms
positions data must be gathered into one centralised database. Once this is complete
the boilers suit risk has to be calculated by aggregating the risks from individual
instruments across the whole portfolio. The potential move in severally instrument (that is,
each risk factor) has to be inferred from past daily price movements over a given
observation period. For regulatory purposes this period is at least(prenominal) one year. Hence the
data on which VaR estimates atomic number 18 based should capture all relevantIf you want to get a full essay, order it on our website: Ordercustompaper.com



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