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Author(s): Anis Cecilia-Nicoleta | Roth Anne-Marie | Apolzan (Angyal) Carmen-Maria

Journal: Annals of the University of Oradea : Economic Science
ISSN 1222-569X

Volume: 1;
Issue: 2;
Start page: 387;
Date: 2011;
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Keywords: risk | value at risk | confidence intervals | variance | Monte Carlo simulation

The notion of 'risk' is used in a number of sciences. The Faculty of Law studies the risk depending on its legality. The Accident Theory applies this term to describe the damage and the disasters. One can find studies on the risks in the works of psychology, philosophy, medicine and within each of these areas the study of the risk is based on the given science subject and, of course, on their methods and approaches. Such a variety of risk study is explained by the diversity of this phenomenon. Under the market economy conditions, the risk is an essential component of any economic agent management policy, of the approach developed by this one, a strategy that depends almost entirely on individual ability and capacity to anticipate his evolution and to exploit his opportunities, assuming a so-called 'risk of business failure.' There are several ways to measure the risks in projects, one of the most used methods to measure this being the Value at Risk(VaR). Value at Risk (VaR) was made famous by JP Morgan in the mid 1990s, by introducing the RiskMetrics approach, and hence, by far, has been sanctioned by several Governing Bodies throughout the world bank. In short, it measures the value of risk capital stocks in a given period at a certain probability of loss. This measurement can be modified for risk applications through, for example, the potential loss values affirmation in a certain amount of time during the economic life of the project- clearly, a project with a lower VaR is better. It should be noted that it is not always possible or advisable for a company to limit itself to the remote analysis of each risk because the risks and their effects are interdependent and constitute a system .In addition, there are risks which, in combination with other risks, tend to produce effects which they would not have caused by themselves and risks that tend to offset and even cancel each other out.
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