First Trust Expected Short fall
| FSZ Etf | | | USD 79.23 0.84 1.07% |
The Expected Short fall profile for First Trust Switzerland is based on historical price and volume observations. Coverage may vary depending on data availability and normalization methods. For portfolio construction context, review
Investing Opportunities. Allocation decisions are shaped by the composition and weighting of holdings. First Trust Switzerland can be added to a watchlist or portfolio for position tracking. Position allocation is driven by the portfolio construction model in use. Broader economic conditions can influence First Trust Switzerland's etf valuation — related indicators include
signals in main economic indicators.
First Trust Switzerland has current Expected Short fall of 0. Expected shortfall (or ES) is a risk measure that evaluates the market risk of an equity instrument. It is an alternative to value at risk that is more sensitive to the shape of the loss distribution in the tail of the distribution. The expected shortfall at a particular level is the expected return on the portfolio in the worst percent of the cases. Expected shortfall is also called conditional value at risk (CVaR), average value at risk (AVaR), and expected tail loss (ETL).
Expected Shortfall | = | Conditional VAR |
| = | 0 | |
Expected Short fall Peers Comparison
Expected Short fall Relative To Other Indicators
First Trust Switzerland is rated
fourth in expected short fall compared to similar ETFs. It is currently under evaluation in maximum drawdown compared to similar ETFs .
ES evaluates the value (or risk) of an investment in a conservative way, focusing on the less profitable outcomes. For high values of it ignores the most profitable but unlikely possibilities, for small values of it focuses on the worst losses. On the other hand, unlike the discounted maximum loss even for lower values of expected shortfall does not consider only the single most catastrophic outcome. Expected shortfall is a coherent, and moreover a spectral, measure of financial portfolio risk.
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