Maximum downside exposure
 | This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages)
|
In financial investment, the maximum downside exposure (MDE) values the maximum downside to an investment portfolio. In other words, it states the most that the portfolio could lose in the event of a catastrophe. As such, MDE obviates the need to worry about the market's unpredictable swings as it virtually "eliminates" downside surprises. The formula:
- MDE = unhedged exposure/total portfolio value.
(For example, if half of the funds are in inflation-protected cash, and the other half in stocks, the portfolio could not lose more than 50% – the portfolio's MDE.)
The main benefit of MDE is that – unlike probabilistic risk models (such as VaR) – it appropriately factors in all risks to the portfolio without looking at historical (and often erroneous) data and relying on simplistic statistical assumptions that don't correspond to the real world. This makes MDE a very robust risk management tool.[1][2]
References
[edit]- ^ Marjanovic, Boris (18 November 2015). "What Turkeys Can Teach Us About Risk Management". Seeking Alpha. Retrieved 18 November 2015.
- ^ Nocera, Joe (2 January 2009). "Risk Mismanagement". The New York Times. Retrieved 19 November 2015.
 | This business-related article is a stub. You can help Wikipedia by expanding it. |