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Position Sizing with the Kelly Criterion

Position Sizing with the Kelly Criterion

The Kelly Criterion is mathematically optimal for long-run capital growth — but it will also blow up your account if you apply it naively. Here's how to use a fractional Kelly approach safely.

8 min readFeb 24, 2026

Position sizing is where strategy quality becomes account survival. Kelly is useful because it ties size to edge, but full Kelly is usually too aggressive for real-world strategy uncertainty.

Position sizing framework illustration
Sizing determines your equity curve shape more than entries do.

Start With the Formula, Then Shrink It

Classic Kelly uses win probability and payoff ratio. In practice, your estimates are noisy, so fractional Kelly (for example 0.25x to 0.5x) is safer and often more stable.

python
def fractional_kelly(win_rate: float, payoff: float, fraction: float = 0.25) -> float:
    edge = win_rate - ((1 - win_rate) / payoff)
    kelly_full = max(0.0, edge)
    return kelly_full * fraction

# Example: 54% win rate, 1.4R payoff, quarter Kelly
size = fractional_kelly(0.54, 1.4, 0.25)

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Common Kelly Mistakes

  • Using backtest win rate without regime segmentation.
  • Ignoring fat-tail losses and exchange outages.
  • Sizing independently across highly correlated strategies.
  • Changing Kelly fraction every week based on short-term results.

Production Guardrails

  • Hard cap single-position risk (for example 0.5% to 1.0% of equity).
  • Add portfolio-level risk cap across all active bots.
  • Reduce size after volatility spikes or liquidity deterioration.
  • Require minimum sample size before increasing fraction.

Think of Kelly as a sizing ceiling, not a target. Sustainable systems optimize for survival first and compounding second.

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