| tart --> | | | | William F. Sharpe, by calculating standard deviation |
| When may people look to invest, they simply look | | | | and excess return to determine reward per unit |
| at the annual rate of return, however | | | | of risk. |
| performance also needs to be seen in terms of | | | | The higher the Sharpe ratio, the better the fund's |
| risk - reward and comparisons need to be made | | | | historical risk-adjusted performance. |
| in terms of how the investment is doing against | | | | Sortino Ratio |
| others in its sector and how it compares to | | | | Similar to the Sharpe ratio and looks to |
| investments in other sectors. | | | | differentiate between harmful volatility from |
| This requires a bit of time, but is time well spent | | | | volatility in general by replacing standard deviation |
| in terms of getting the best investments for you | | | | with downside deviation in the calculation. |
| and how to combine them for optimum risk to | | | | The Sortino Ratio is calculated by subtracting the |
| reward. | | | | risk free rate from the return of the portfolio and |
| Below you will find some ways of assessing the | | | | then dividing by the downside deviation. The |
| performance of an investment. | | | | Sortino ratio measures the return to "bad" |
| Use the tools below and you will be able to | | | | volatility. |
| choose your investments better and maximize | | | | This ratio allows investors to assess risk in a |
| rates of return. | | | | better way than simply looking at excess returns |
| Draw downs and Peak to Valley Draw Downs | | | | to total volatility; it considers how often the price |
| This is one of the most important areas for | | | | of the investment rises as opposed to how often |
| investors to look at. Although past performance is | | | | it falls. |
| not a guide to future results it gives an indication | | | | The bigger the Sortino Ratio is the lower the |
| of losing periods, their size and recovery. | | | | chances of large losses occurring. |
| A drawdown is simply a fall in value for an | | | | Benchmarks |
| investment and gives an indication of downside | | | | Benchmarks are a way of comparing investments |
| losses that investors should be comfortable with. | | | | so you can make meaningful comparisons within |
| A peak to valley shows the worst period of | | | | sectors and across sectors. |
| return of an investment and is the one investors, | | | | Two benchmarks are normally used: |
| should be prepared to expect. | | | | 1. Benchmark for Correlation Values: The |
| Drawdowns, every investor hates them but all | | | | benchmark that the fund has chosen to run |
| investments have them, so pick investments with | | | | correlation values such as alpha, beta, R and R |
| drawdowns your comfortable with and always | | | | squared. |
| assume your worst drawdown is ahead of you. | | | | 2. Benchmark for Graphing: The benchmark that |
| Standard Deviation | | | | the investment has chosen to graph itself against |
| The volatility of an investment is denoted by a | | | | as a comparison. |
| statistical measure known as the standard | | | | Beta |
| deviation of the return rate. | | | | Beta is the measure of a fund's volatility relative |
| Without going into complex mathematics, Just | | | | to the market. (most fund managers correlate |
| think of standard deviation as being synonymous | | | | themselves to the S&P 500). A beta of |
| with volatility. standard deviation therefore is | | | | greater than 1.0 indicates that the fund is more |
| applied to the annual rate of return of an | | | | volatile than the market, and less than 1.0 is less |
| investment to measure the investment's volatility | | | | volatile than the market. |
| (risk). | | | | For example, if the market rises 1% and a fund |
| The higher the standard deviation the more | | | | has a beta greater than 3.8, the fund will rise, on |
| volatile the investment. Low standard deviation | | | | average, 3.8%. For a fund with a beta of 0.5, if |
| would be present in such areas as bank deposit | | | | the market rises 1%, the fund will rise on |
| accounts and bonds and high standard deviation in | | | | average, 0.5%. |
| higher risk products such as leveraged futures | | | | The relationship is exactly the same in a falling |
| and FOREX accounts. | | | | market. (Note that investments can have a |
| Sharp Ratio | | | | negative beta, as well meaning that on average |
| This risk-adjusted measure was developed by | | | | they rise when the market falls and vice versa. |