Editing Relative strength index (section)

==Cutler's RSI==
A variation called Cutler's RSI is based on a [[moving average (finance)#Simple moving average|simple moving average]] of ''U'' and ''D'',<ref>[http://www.aspenres.com/Documents/AspenGraphics4.0/CutlersRSI.htm Cutler's RSI page] at Aspen Graphics Technical Analysis Software</ref> instead of the exponential average above. Cutler had found that since Wilder used a smoothed moving average to calculate RSI, the value of Wilder's RSI depended upon where in the data file his calculations started. Cutler termed this Data Length Dependency. Cutler's RSI is not data length dependent, and returns consistent results regardless of the length of, or the starting point within a data file.

: <math>\text{RS} = \frac{ \text{SMA}(U,n)} {\text{SMA}(D,n)}</math>

Cutler's RSI generally comes out slightly different from the normal Wilder RSI, but the two are similar, since SMA and SMMA are also similar.