This is new version of RSI oscillator indicator, developed by John Ehlers. The main advantage of his way of enhancing the RSI indicator is smoothing with minimum of lag penalty. You can change long to short in the Input Settings WARNING: - For purpose educate only - This script to change bars colors.
This is new version of RSI oscillator indicator, developed by John Ehlers. The main advantage of his way of enhancing the RSI indicator is smoothing with minimum of lag penalty. WARNING: - This script to change bars colors.
This is new version of RSI oscillator indicator, developed by John Ehlers. The main advantage of his way of enhancing the RSI indicator is smoothing with minimum of lag penalty. You can change long to short in the Input Settings WARNING: - For purpose educate only - This script to change bars colors.
This is new version of RSI oscillator indicator, developed by John Ehlers. The main advantage of his way of enhancing the RSI indicator is smoothing with minimum of lag penalty. WARNING: - This script to change bars colors.
This script uses a regular Stochastic RSI formula and then runs Ehlers' Super Smoother on top of it. It also provides buy/sell signals on crossovers. The script is inspired by LazyBear Ehlers-Smoothed Stochastic RSI with Roofing Filter, except I find that the Roofing filter (existing implementation) does not work well near extreme price changes, where a regular...
Mama/Fama with ekronin's fix: www.tradingview.com
The Zero lag exponential moving average (ZLEMA) indicator was created by John Ehlers and Ric Way. As is the case with the Double exponential moving average (DEMA) and the Triple exponential moving average (TEMA) and as indicated by the name, the aim is to eliminate the inherent lag associated to all trend following indicators which average a price over time.
A little project I was working on to avoid studying for finals. Using LazyBear's RSX code for a smoother RSI, then taking the RSX of fib number lengths. Take the average of that, then the JMA of that from the same fib numbers. The average of that is then treated as the trend, take the average of the trend values from the main time frames, the script calls pretty...
This Indicator plots a single Daily DSP (Detrended Synthetic Price) and a Daily ELI (Ehlers Leading Indicator) using intraday data. Detrended Synthetic Price is a function that is in phase with the dominant cycle of real price data. This one is computed by subtracting a 3 pole Butterworth filter from a 2 Pole Butterworth filter. Ehlers Leading Indicator...
This Indicator plots a single Daily DSP (Detrended Synthetic Price) and a Daily ELI (Ehlers Leading Indicator) using intraday data. Detrended Synthetic Price is a function that is in phase with the dominant cycle of real price data. This one is computed by subtracting a 3 pole Butterworth filter from a 2 Pole Butterworth filter. Ehlers Leading Indicator...
Detrended Synthetic Price is a function that is in phase with the dominant cycle of real price data. This DSP is computed by subtracting a half-cycle exponential moving average (EMA) from the quarter cycle exponential moving average. See "MESA and Trading Market Cycles" by John Ehlers pages 64 - 70. You can change long to short in the Input Settings ...
Detrended Synthetic Price is a function that is in phase with the dominant cycle of real price data. This DSP is computed by subtracting a half-cycle exponential moving average (EMA) from the quarter cycle exponential moving average. See "MESA and Trading Market Cycles" by John Ehlers pages 64 - 70.
Detrended Synthetic Price is a function that is in phase with the dominant cycle of real price data. This DSP is computed by subtracting a half-cycle exponential moving average (EMA) from the quarter cycle exponential moving average. See "MESA and Trading Market Cycles" by John Ehlers pages 64 - 70.
Detrended Synthetic Price is a function that is in phase with the dominant cycle of real price data. This DSP is computed by subtracting a half-cycle exponential moving average (EMA) from the quarter cycle exponential moving average. See "MESA and Trading Market Cycles" by John Ehlers pages 64 - 70.
Market prices do not have a Gaussian probability density function as many traders think. Their probability curve is not bell-shaped. But trader can create a nearly Gaussian PDF for prices by normalizing them or creating a normalized indicator such as the relative strength index and applying the Fisher transform. Such a transformed output creates the...
Market prices do not have a Gaussian probability density function as many traders think. Their probability curve is not bell-shaped. But trader can create a nearly Gaussian PDF for prices by normalizing them or creating a normalized indicator such as the relative strength index and applying the Fisher transform. Such a transformed output creates the peak...
Credit goes to Shizaru for the original calculation. I made just a few fixes, so that the calculation is really that of Ehlers. Fixed H2 and L2 period, fixed w natural logarithm
John Ehlers’ “Super Smoother”, a 2-pole Butterworth filter combined with a 2-bar SMA that suppresses the Nyquist frequency