Kendall-Stochastic Volatility Breakout

Family: breakout · Regime: trending · Complexity: high · Asset classes: FX Majors, Equities, Crypto · Timeframes: H1, H4

Thesis

The 'Kendall-Stochastic Breakout' hypothesis posits that price trends are most reliably captured when entering at the onset of a volatility expansion (PAM) following a period of high-rank correlation between price and time (NET). By requiring multi-symbol confirmation (Dashboard), we filter for macro-regime shifts rather than local noise. The edge exists because rank correlation (Kendall Tau) captures the 'purity' of a trend better than linear moving averages, allowing for entry before the 'herd' recognizes the trend via lagging filters.

Components

Known failure conditions

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