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KDJ indicator
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study("KDJ Indicator")
// KDJ Indicator, Rev 03
// Rewrite for Tradingview "Pine Script" by Kocurekc, April 2014
// https://getsatisfaction.com/tradingview/
// https://www.tradingview.com/u/kocurekc/
// Code is provided as public domain, no warranty
lenL = input(title="Lookback Period, Long", type=integer, defval=14, minval=2)
lenS = input(title="Lookback Period, Short", type=integer, defval=5, minval=2)
bE = input(title="Use EMA?", type=bool, defval=true)
bJ = input(title="Smooth the %J?", type=bool, defval=false)
lenJ = input(title="%J Smoothing", type=integer, defval=5, minval=1)
s = stoch(close, high, low, lenL)
pK = bE ? ema(s,5) : sma(s,5)
pD = bE ? ema(pK, lenS) : sma(pK, lenS)
pJ = (3 * pD) - (2 * pK)
plot(pK, color=blue)
plot(pD, color=red)
plot(bJ ? sma(pJ,lenJ) : pJ, color=green)
Thanks for posting this, link back to the original post,

This indicator was originally noted in the tradingview help forums. Noted from "Google's Finance Site," but they use a modified (using EMA instead of traditional SMA) slow stochastic with the %J equation (%J =3 * D – 2 * K ). I can't find any references to the origins of the %J equation, but it is noted in several other online sites.

The basic foundation of the code is still the %J equation. I've included an option to use either the EMA (default) and the SMA (more traditional slow stochastic). You can also adjust the lookback period, %D smoothing, and I've included the option to smooth the %J. This last option slows the indicator down a little, but really cuts out the choppiness of the %J crossings.
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