Trade expectancy, win rate and reward-to-risk

Winning more often does not necessarily produce profit. Connect frequency, outcome sizes and costs without treating history as a promise.

Two components

Expectancy combines winning frequency and gain size with losing frequency and loss size. In a sample it is net outcome divided by trades. Record initial-risk units as well as money to reveal position-size changes.

Breakeven is not probability

Constant 2 R wins and 1 R losses require more than one-third wins to profit before costs. This threshold does not tell you whether a strategy will achieve it. A model probability is a different estimate that depends on data and assumptions.

Samples and costs

A positive average over a few trades may vanish in another period. Include all costs, identify open positions and examine extreme outcomes. Keep rule-fitting data separate from validation data; multiple variants of one history are not independent evidence.

Illustrative example

In 100 trades, 40 win 2 R and 60 lose 1 R: net 20 R, average 0.20 R. An additional 0.10 R cost per trade reduces the average to 0.10 R. This is arithmetic, not AIM's expected performance.

Review checklist

  • Record each trade's initial risk.
  • Use net outcomes and a defined period.
  • Separate breakeven threshold from estimated probability.
  • Check stability on subsequent data.