TASC 2022.02 Ehlers' Elegant Oscillator
█ OVERVIEW
TASC's February 2022 edition of Traders' Tips includes the "Inverse Fisher Transform Redux — An Elegant Oscillator" article authored by John Ehlers. This is the code implementing the "Elegant Oscillator" from the article.
█ CONCEPTS
By applying the inverse Fisher transform to a waveform with a nominal Gaussian probability distribution using root mean square (RMS) scaling and smoothing the result, John Ehlers creates an oscillator that swings between -1 and 1.
█ CALCULATIONS
The calculation process uses the following steps:
• Compute the 2-bar difference of closing prices.
• Calculate the root mean square (RMS) of the differences.
• Scale the differences using the computed RMS.
• Apply the inverse Fisher transform to the scaled values.
• Smooth the transformed data with the SuperSmoother filter.
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TASC's February 2022 edition of Traders' Tips includes the "Inverse Fisher Transform Redux — An Elegant Oscillator" article authored by John Ehlers. This is the code implementing the "Elegant Oscillator" from the article.
█ CONCEPTS
By applying the inverse Fisher transform to a waveform with a nominal Gaussian probability distribution using root mean square (RMS) scaling and smoothing the result, John Ehlers creates an oscillator that swings between -1 and 1.
█ CALCULATIONS
The calculation process uses the following steps:
• Compute the 2-bar difference of closing prices.
• Calculate the root mean square (RMS) of the differences.
• Scale the differences using the computed RMS.
• Apply the inverse Fisher transform to the scaled values.
• Smooth the transformed data with the SuperSmoother filter.
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TASC: traders.com/