Concept
Constance Brown Studies
Constance Brown Studies, also known as Derivative Oscillator, Composite Index, are Momentum & Oscillators concepts. The Library holds 3 implementations, each one a working definition you can pull into Quant.
Top Constance Brown Studies indicators
3 total
What are the Constance Brown Studies?
The Constance Brown Studies are a family of RSI-derived momentum tools from Constance Brown's Technical Analysis for the Trading Professional (1999), each built to repair a specific weakness of RSI rather than replace it. The best known is the Composite Index: as published, the 9-bar momentum of a 14-period RSI added to a 3-bar simple average of a 3-period RSI. Removing RSI's bounded 0-100 scale is the point; the unbounded line can keep stretching where RSI flattens, so it can print divergences that RSI's compression near its extremes hides.
The second study is the Derivative Oscillator: a 14-period RSI smoothed twice, with a 5-period and then a 3-period exponential average, minus a 9-period simple average of that double-smoothed line, plotted as a histogram. Brown also reframed how RSI's operating range shifts between bull and bear regimes; that thread of her work is covered under RSI range rules.
How traders use it
- Cross-checking divergence: the Composite Index is read at RSI's swing highs and lows, and a divergence that shows on one line but not the other is the warning, the Composite catching what RSI's bounded scale conceals.
- Timing momentum flips with the Derivative Oscillator histogram: zero-line crosses and shrinking bars carry the same grammar as a MACD histogram, applied to double-smoothed RSI.
- Trigger construction: Brown plotted the studies with moving averages of themselves, so a study crossing its own average adds a mechanical trigger to the divergence read.
Related concepts · Classic single-name oscillators
Concept family
Momentum & Oscillators
91 concepts mapped · 72 in the Library
Constance Brown Studies FAQ
What is the Composite Index indicator?
Constance Brown's Composite Index, as published, adds the 9-bar momentum of a 14-period RSI to a 3-bar simple average of a 3-period RSI. Because the momentum term is unbounded, the line can keep stretching where RSI flattens against its scale, so it can print divergences at price extremes that RSI itself fails to show. It is read alongside RSI, not instead of it.
What is the Derivative Oscillator?
Brown's Derivative Oscillator double-smooths a 14-period RSI with 5- and 3-period exponential averages, subtracts a 9-period simple average of that smoothed line, and plots the remainder as a histogram. Read it like a histogram of smoothed momentum: zero-line crosses mark direction flips and shrinking bars warn that thrust is fading. Its divergences carry the same caveats as any oscillator divergence.
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