Backtesting
A formula for the 'optimal' fraction to risk, and why traders use a fraction of it.
John Kelly's 1956 formula gives the fraction of capital to risk per bet that maximises long-run growth: f = W − (1 − W) ÷ R, where W is the win rate and R the average win ÷ average loss. A strategy winning 50% with a 2:1 payoff gives f = 0.5 − 0.5 ÷ 2 = 25%.
Full Kelly assumes you know W and R exactly, which you never do, and it produces very deep drawdowns. Traders who use it typically take a fraction such as half or a quarter Kelly, and even that is usually far above the 0.5–1% per trade that suits a prop account.
Put it into practice: Replay the market and test it in UNFLD's backtester →
For education only, not financial advice.