This website uses cookies
Read our Privacy policy and Terms of use for more information.
| Document | The Alpha Engine Quantitative Framework |
| Lead Researcher | Jack Gang |
| Date | May 2026 |
Retail investors are often late to analyst research for structural reasons. Wall Street consensus data is often hard to access, and many published targets lag the macro regime that produced them.
The Alpha Engine is a systematic framework built to clean that data and trade the lag between real market conditions and institutional target updates. In a 5-year unbiased backtest, the strategy returned 32% annualized* versus 14.8% for SPY, with a Sharpe ratio of 1.88.
Fig 1: Systematic backtest performance comparison. Hypothetical backtest. Not indicative of future results. See Disclosures for definitions and limitations.
Fig 2 — Pre-tax backtest statistics
2021-01-01 to 2025-12-31
| Strategy / benchmark | AT-XIRR | Sharpe | Total PnL | Final value |
|---|---|---|---|---|
| Active strategy | 31.65% | 1.88 | $92,655 | $164,630 |
| SPY | 14.79% | 1.80 | $28,655 | $91,573 |
| QQQ | 17.04% | 1.83 | $35,589 | $100,596 |
| DIA | 11.75% | 1.76 | $21,827 | $84,501 |
| VEA | 12.59% | 1.78 | $24,954 | $90,124 |
Total invested (active): $71,974.63 · Total taxes paid: $0.00 · Total trades: 1,697
* Fairness note on taxes: this strategy trades more often than buy-and-hold SPY, so pre-tax numbers are not enough. After applying California high-income capital gains assumptions, the strategy still returned 17.5% versus 9.9% for SPY.
Fig 3 — After-tax backtest statistics
2021-01-01 to 2025-12-31
| Strategy / benchmark | AT-XIRR | Sharpe | Total PnL | Final value |
|---|---|---|---|---|
| Active strategy | 17.53% | 1.74 | $43,806 | $116,537 |
| SPY | 9.94% | 1.80 | $18,170 | $81,088 |
| QQQ | 11.52% | 1.83 | $22,527 | $87,534 |
| DIA | 7.83% | 1.76 | $13,879 | $76,553 |
| VEA | 8.42% | 1.78 | $15,883 | $81,053 |
Total invested (active): $72,730.91 · Total taxes paid: $48,848.71 · Total trades: 1,692
Strong backtests often fail in live trading when historical leakage is ignored. The Alpha Engine framework addresses these biases before any signal is generated.
The backtest does not trade today’s S&P 500 list retroactively. It uses a snapshot method:
That means the model sees both future winners and real losers. It can hold names like SMCI, MSTR, and VRT, but it also has to deal with names like WE, PTON, and CHGG.
Before scoring, the ingestion pipeline applies four filters:
The model ranks stocks with the “G-Score”, which measures analyst conviction, recency, and dispersion over a rolling 90-day window.
The engine applies an exponential time-decay to all incoming analyst ratings using a 45-day half-life, ensuring that stale ratings are aggressively discounted:
wi = e−λ·di
where w is the weight of the rating, d is days since publication, and λ is the decay parameter ln(2) / 45.
Next, to account for the high dispersion in certain stocks, especially in complex sectors, the engine calculates a Risk-Adjusted Valuation by penalizing the weighted mean using the Standard Error of the Mean and a variable Critical T-Value based on the number of analysts covering the asset:
Vadj = μw − (SEM × tcrit)
| Vadj | Risk-Adjusted Valuation |
| μw | Exponentially weighted mean (from above) |
| SEM | Standard Error of the Mean, calculated as SD(price targets) / √n (where n is the number of valid price targets) |
| tcrit | Inverse CDF for a Student’s t-distribution with n − 1 degrees of freedom at either 95% (n ≥ 10) or 99% (n < 10) confidence (more confidence required for fewer analyst ratings) |
From this, the G-Score is then calculated as the implied upside between Vadj and the current stock price.
Many professionals are concentrated in employer stock or familiar sectors such as tech. The Alpha Engine model provides diversification by often finding stronger dispersion in biotech and mid-cap pharma, where binary trial outcomes produce wider analyst disagreement.
Because these sectors are driven by binary clinical trial outcomes, they create valuation complexity that can breed massive analyst disagreement (dispersion), creating the widest “Information Gaps.” However, instead of needing a PhD in biology to trade these assets, this model systematically measures the consensus of the analysts who do specialize in that domain. The Alpha Engine explicitly looks for these fat-tail events, and applies strict execution rules by holding outsized winners while mechanically rotating out of losers (see below).
Generating a signal can be trivial. It’s a crowded industry with countless newsletters and professional models that tell you what stocks to buy. The Alpha Engine’s Model Signal Framework differentiates itself by utilizing a rigid execution layer (meticulously designed by nearly a decade of human trading experience) that fundamentally separates it from retail stock-picking.
A static 100% allocation misses how real portfolios are funded and managed. The backtest uses two capital rules to mimic real-world investing:
Across 5 years, this required about 20% extra capital beyond the $60,000 DCA base (about $12,000). That same mechanism is applied to benchmarks for parity; benchmarks needed about 8% extra capital to meet their own target line. This is a main component of the strategy’s success: it strips away human emotion and algorithmically forces capital deployment during maximum drawdown events. In other words, it systematically “buys the dip.”
Fig 4: Systematic invested capital comparison. Hypothetical backtest. Not indicative of future results.
The strategy also has daily explicit risk controls:
This produced a practical trade profile for active professionals: the system traded on 426 days over 5 years, about one in three trading days.
Fig 5 — Individual stock performance (5-year backtest)
Total tickers traded: 155 · Winning tickers: 95 (61.3%) · Total strategy PnL: $92,655.06
| Ticker | Total PnL | ROI % | Realized PnL |
|---|---|---|---|
| RNA | 26,950.55 | 93.15 | 26,950.55 |
| CYTK | 25,958.64 | 96.85 | 25,958.64 |
| APLS | 6,126.56 | 35.16 | 6,126.56 |
| RVMD | 5,979.90 | 84.85 | 5,979.90 |
| TTD | 5,037.22 | 35.08 | 5,037.22 |
| KVYO | 4,483.78 | 22.94 | 4,483.78 |
| BABA | 4,439.19 | 25.30 | 4,439.19 |
| BRZE | 3,318.33 | 32.55 | 3,318.33 |
| ZETA | 3,251.07 | 16.38 | 3,251.07 |
| VKTX | 3,243.65 | 8.45 | 3,243.65 |
| Ticker | Total PnL | ROI % | Realized PnL |
|---|---|---|---|
| CHPT | -6,092.06 | -49.46 | -6,092.06 |
| LEGN | -4,286.02 | -15.62 | -4,286.02 |
| SRPT | -3,786.99 | -22.25 | -3,786.99 |
| PTON | -2,396.14 | -39.99 | -2,396.14 |
| APP | -2,101.35 | -42.47 | -2,101.35 |
| RNG | -1,673.19 | -21.86 | -1,673.19 |
| RIVN | -1,511.93 | -7.72 | -1,511.93 |
| TWLO | -1,503.99 | -30.88 | -1,503.99 |
| FIVN | -1,325.31 | -27.96 | -1,325.31 |
| ENPH | -1,155.19 | -19.43 | -1,155.19 |
Hypothetical backtest. Not indicative of future results.
A model is only as strong as its out-of-sample performance, so it was tested on two periods: