A systematic mean-reversion strategy derived from the formal axioms of the Boutgajouft Liquidity Triangle Theory™ — zero discretion, zero hedging, structural decorrelation.
Pillar I
Price action is interpreted as force vectors operating within structural liquidity triangles. The BLT midline M = (H* + L*)/2 defines the structural equilibrium level. Entry, invalidation, and target zones are derived mathematically — eliminating all discretionary ambiguity from the trading process.
Pillar II
The BLT Engine has been validated across every major market regime spanning 2008–2025: the Global Financial Crisis, the 2020 COVID pandemic, multiple low-volatility environments, the post-pandemic normalization, and the 2022 Ukraine/inflation shock.
Pillar III
Category IV zero-beta decorrelation — arising from instrument universe construction, not from hedging or offsetting exposures. Crisis beta (0.083) is statistically indistinguishable from normal-period beta (0.005, p = 0.558). The strategy provides genuine portfolio diversification at zero carry cost.
Beta statistics
Most alternatives claim uncorrelated returns through averaging, offsetting, or regime-dependent properties. The BLT Engine is the only documented strategy where β ≈ 0 arises structurally from instrument universe construction.
Category I
Long/Short Equity · Risk Parity
Low measured beta from offsetting exposures. Correlation spikes during crises — exactly when diversification is most needed. Not a genuine decorrelation mechanism.
Category II
CTA / Trend Following
Near-zero beta in normal regimes. Crisis performance conditional on trend persistence — can fail during mean-reverting stress events like March 2020.
Category III
Delta Hedging · Market Making
Beta = 0 through continuous re-hedging. Vulnerable to jump risk, liquidity withdrawal, and Greek estimation errors. Requires significant infrastructure.
Category IV
BLT EngineBoutgajouft Liquidity Triangle Theory™
β ≈ 0 arises from instrument universe construction. No hedging. No re-balancing. Regime-invariant: crisis beta statistically equal to normal beta (p = 0.558).
Identify deviations from BLT structural equilibrium levels using geometric threshold calculations from the midline M = (H* + L*)/2.
Initiate positions when price exceeds the threshold distance from equilibrium. Market orders with realistic fill simulation on QuantConnect.
Fixed percentage of equity per trade — no leverage. Per-instrument and portfolio-level position limits strictly enforced. No discretionary override.
Take profit on reversion to structural equilibrium. Stop-loss on extension. Mean 63 trades/year — low frequency limits overfitting parameter space.
| Strategy | β in Crisis | Carry Cost | Regime-Invariant | Crisis Performance | Calm Performance | Convexity |
|---|---|---|---|---|---|---|
| BLT Engine (Orgax) | ≈ 0 (structural) | None | ✓ Yes | ✓ Positive | ✓ Positive | ✓ Positive |
| Trend Following / CTA | Variable | Whipsaw losses | ✗ No | Conditional | Negative carry | Conditional |
| Long/Short Equity | Spikes | Moderate | ✗ No | Often negative | Variable | Negative |
| Tail Hedging | Negative (hedge) | −3% p.a. avg | ✓ Yes | ✓ Positive | Heavy drag | ✓ Positive |
| Volatility Selling | Blowup risk | +ve carry | ✗ No | ✗ Catastrophic | ✓ Positive | Negative |
| Statistical Arbitrage | ≈ 0 (statistical) | Low | ✗ No | Blowup risk | ✓ Positive | Negative |
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