Risk-Balanced Blend
In plain terms
Instead of equal-weighting our internal sub-signals, cluster them by how correlated their returns are and give each cluster a proportionate slice of the risk budget. Stable, classic Lopez de Prado allocator that systematically beats naive 1/N out-of-sample.
How it works
Lopez de Prado 2016 introduces risk-balanced weighting as a quasi-optimal allocator that avoids the unstable matrix-inversion at the core of mean-variance. risk-balanced weighting delivers higher Sharpe out-of-sample than 1/N (DeMiguel-Garlappi-Uppal 2009) and minimum-variance, especially when asset count grows. Recipe: correlation matrix → distance matrix → single-linkage hierarchical clustering → quasi-diagonalization → recursive bisection inverse-variance allocation. Applied here over the several canonical sub-signals (same set as meta_equal_weight) for head-to-head risk-balanced weighting-vs-1/N comparison on every ticker.
Live results
166 times picked on its own · 168 times inside a blend (148 beat the stock) · updated 2026-06-06Data dependencies
- Daily prices
Adjusted-close OHLCV for every US-listed ticker; primary price feed.
Expected edge
- Reported return
- +0.1 Sharpe vs 1/N; +0.2 Sharpe vs min-variance OOS
- Tested over
- 1991-2014
Lopez de Prado 2016: risk-balanced weighting beats 1/N by ~0.1 Sharpe and min-var by ~0.2 Sharpe OOS on equity sleeves.
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Explore Risk-Balanced Blend on alphactor.ai
See which tickers this family is currently firing on, with live signals and rankings.