High Time Frame Relative Strength Index

High Time Frame Relative Strength Index is a unique, causal indicator that displays the instantaneous, high-resolution evolution of up to three higher-timeframe RSI curves inside the current lower-timeframe chart. Unlike conventional multi-timeframe indicators, which repeat a single completed RSI value as a stepped line throughout the entire higher-timeframe bar, this indicator calculates how the higher-timeframe RSI actually develops bar by bar. It therefore preserves information that is normally hidden between successive HTF closings and makes changes in RSI direction, strength, and overbought or oversold conditions visible much earlier.

The calculation retains the completed Wilder RSI state from the preceding higher-timeframe bar and continuously evaluates the developing HTF value using the price available at each lower-timeframe bar. When the higher-timeframe bar closes, its final value becomes the next recursive state. The calculation is completely causal: no future higher-timeframe value is projected backward, and closed lower-timeframe values do not repaint.

Up to three HTF RSI curves may be displayed simultaneously, each with its own RSI period and colour. The higher periods can be selected from the standard MT4 timeframes—including M30, H1, H4, Daily, Weekly and Monthly—or constructed from custom chart-period multipliers. Optional dots mark the genuine completed HTF values, while the step mode carries the last completed value forward as a conventional causal reference.

The information panel displays each RSI value, direction, market zone, percentage of the current HTF bar completed, and previous completed value. It also summarizes multi-timeframe bullish or bearish alignment, displays the current chart RSI, and identifies the nearest HTF RSI level. These relationships can be especially useful because higher-timeframe RSI curves frequently behave as dynamic support or resistance for the lower-timeframe RSI.

IMPORTANT: The selected higher timeframes must be larger than the current chart timeframe. Because the RSI calculation is recursive, sufficient historical price data is required, particularly when long RSI periods or very high timeframes are used. If the available history is insufficient, the indicator clearly reports that the corresponding RSI stream is still warming up.

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High Pass Filter Candlesticks
Safwan Rushdi Khalil Arekat
This indicator applies the  biquad high pass filter to the price-chart data, and displays the filter output for the OHLC as candlesticks. The candlesticks corresponds to the actual calculations of the filter value  during the formation of each price bar (not from all historical highs lows or closes). The shape of the bars therefore corresponds directly to the shape of each price bar. High pass filters are an underappreciated type of oscillator that are seldom used in technical analysis in the st
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High Pass Filter Trading Signal
Safwan Rushdi Khalil Arekat
Latest Changes in 1.6 :  Added Signal Modes input. Mode 1 : HPF positive go long blue, HPF negative go short red. Mode 2 : slow envelope only, HPF above upper envelope go long blue, HPF below lower envelope go short red. Mode 3 : HPF above both upper envelopes - go long blue, HPF below both lower envelopes go short red. Mode 4 : Go long blue if HPF crosses above upper slow, but fast upper should be below slow upper at the time, exit when HPF crosses below upper fast, reverse logic for short red
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Price Rectifier Signals
Safwan Rushdi Khalil Arekat
This indicator provides trading signals based on the polarity of the dynamical parameters of two digital signals. The dynamical parameters (momentum-acceleration) are derived by applying a high quality momentum oscillator, MTEMA LPD ( see Top Gun Oscillators ) to two digital signals. The MTEMA momentum oscillator is first applied to the price itself. Then, a rectification procedure is applied to the price based on the signals from the momentum oscillator yielding a rectified price signal. This s
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Price Change Distributions
Safwan Rushdi Khalil Arekat
This indicator demonstrates that the price change of financial instruments is NOT a random walk process, as advocated by the "Random Walk Hypothesis", and as popularised by the bestselling book "A Random Walk Down Wall Street". I wish that were the case!  It is shown here that the real situation with price change is actually much worse than a random walk process!  Deceptive market psychology, and the bulls-bears tug of war, stack up the odds against traders in all instruments, and all time frame
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Commodity Channel Index Corrected
Safwan Rushdi Khalil Arekat
5 (1)
This indicator resolves an unrecognised defect in the Commodity Channel Index Oscillator (CCI). The CCI is based on a high pass filter calculated by subtracting the p-period simple moving average of a price signal (usually typical value) from the price signal itself. Then, the result is divided by the absolute mean deviation of the same period. The frequency response of a signal minus its simple moving average is shown in the first screen shot (in Blue). (see my free indicator : Q n D Frequency
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Jerk Indicator
Safwan Rushdi Khalil Arekat
5 (2)
In physics, "Jerk" is the third time-derivative of position, with acceleration being the second derivative and velocity the first derivative. In technical analysis, the first derivative of price is the price momentum, with the second derivative,acceleration, being seldom used and the third derivative virtually unknown. The magnitude frequency response of a digital differentiator is a positive-slope straight line passing through zero frequency. Therefore, every instance of a digital signal differ
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