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Mandelbrot describes the Fractal Dimension Index (FDI) as a way to measure "how convoluted and irregular" something is. The FDI can be used as a stock market indicator. The closer prices move in a one-dimensional straight line, the closer the FDI moves to 1.0. The more closely prices resemble a two-dimensional plane, the closer the FDI moves to 2.0.
A histogram based on the difference between the main and the signal lines of indicator Ang_Zad_C in the points of the price chart.
DEMA_Range_Channel indicator with the timeframe selection option available in input parameters
The Trading_Channel_Index indicator with the ability to change the indicator timeframe using the input parameters.
NRTR type trend indicator based on exiting the channel formed by averaging High and Low of the price series
JFatlCandle indicator with two colored channels based on standard deviations from High and Low of the indicator candles
Skyscraper indicator with the timeframe selection option available in input parameters
The indicator builds Fibonacci levels at candlesticks High and Low, based on the timeframe specified in the indicator parameters
Simple Simulator is designed to practice manual trading on historical data.
This is a demo indicator with BPNN neural network library ported from C++ to MQL.
Bands Bollinger beginner tutorial to learn how to code in MQL5
The indicator displays high and low levels of a day (specified by the input parameter value) on any timeframe.
Two different period Moving Averages to define the direction of the trend and the semaphore signal indicator to specify the moment for settlement of a deal
The simplest semaphore signal indicator based on different period Moving Averages
The indicator draws candlesticks of a larger timeframe as color filled rectangles in accordance with the colors of the clouds of the CronexAO indicator.
The Mass_Index indicator with the timeframe selection option available in input parameters.
The HighestLowestRange (HLR) indicator with the timeframe selection option available in the input parameters.
A difference between the SATL and FATL digital trend filtering indicators that allows to estimate the speed and direction of the current trend.