What is recency bias in trading?
In one line: Recency bias is giving the most recent events, like your last few trades, more weight than they deserve compared with the bigger picture.
The idea
What just happened feels most true. That's normal. It's also how a few trades can talk you out of a good plan.
A simple example
You've logged 100 practice trades with one set of rules. Here's the record:
- 45 wins, 55 losses.
- Average win 2R, average loss 1R. (1R is the amount you risk on a trade.)
That's an Expectancy of (0.45 × 2) − (0.55 × 1) = +0.35R per trade in this sample. A math example, not a promise.
Then the next 4 trades lose. Recency bias says, "This doesn't work anymore."
But a 45% win rate means 4 losses in a row will show up from time to time. Check how often with the losing streak calculator. Four trades can't outvote a hundred.
It works the other way too. Three big wins in a row and you feel unbeatable. That's when people double their size.
Why it matters
Recency bias makes you change rules at the worst moments:
- Dropping a plan right after a normal losing streak.
- Raising size right after a lucky run.
- Chasing whatever market just moved the most.
Good decisions come from a big enough sample size, not the last few days.
A common mistake
Rewriting your rules after every bad week. Then you never get 50–100 trades on any one version. You can't tell if anything works. See how to handle a losing streak.
Pick a review day, like every Sunday or every 20 trades. Change rules only then, and only with your journal numbers open.
Questions
What is an example of recency bias in trading?
Abandoning a tested plan after 3 or 4 losses, even though your records show streaks like that are normal for it.
How do you overcome recency bias?
Judge rules on 50–100 trades, not the last few. Keep a journal so the whole record is in front of you, and only change rules on a set review day.
Is recency bias the same as the gambler's fallacy?
They're related but opposite. Recency bias expects the recent pattern to continue. The gambler's fallacy expects it to flip.
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