Solve by subtraction
Ask what to remove before asking what to add.
Why it works
People default to additive solutions — adding steps, features, rules — and systematically overlook subtractive ones, even when removal is better. Inverting the instinct ("what can I take away?") counteracts that documented bias and often finds simpler, more robust fixes because every added element is also an added failure point.
How to do it
- Before adding anything, ask "what could I remove to fix this?"
- List the elements, steps, or commitments currently in the system.
- Cut the ones that add the most complexity for the least value.
Evidence
Research on additive-versus-subtractive change found people reliably default to adding and neglect subtracting, even when subtraction is the better solution — a real, replicated bias that inversion-by-subtraction is designed to counteract. (rct)
The study establishes the additive bias; using subtraction as a deliberate fix is the practical inference from it.
Sources
- Adams, Converse, Hales & Klotz (2021), "People systematically overlook subtractive changes", Nature
Common mistake
Reflexively layering a new rule, tool, or habit onto a problem that would be solved by deleting an existing one.
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More practices for Inversion: Solve Problems Backward
- State the goal, then invert it
Ask "what would guarantee I fail at this?" before asking how to succeed.
- Optimize for avoiding stupidity, not brilliance
Munger: "It is remarkable how much long-term advantage people like us have gotten by trying to be consistently not stupid."
- Define your disqualifiers in advance
Before evaluating options, decide what would automatically rule one out.
- Reverse the question to expose hidden assumptions
Restate the problem from the opposite direction to see what you assumed.
- Build an anti-goal checklist
Keep a running list of "what failure looks like" and review against it.