Inversion

Think backwards: define failure and remove its causes; ask the inverse question to see blind spots.

Author

Carl Gustav Jacobi (attributed: “Invert, always invert”); popularised by Charlie Munger



Inversion flips a problem to reveal what you’re missing. Instead of only asking “How do we succeed?”, also ask “How could we fail?” and “What must be avoided?” In maths it shows up as the contrapositive and proof by contradiction; in practice it becomes premortems, stop-doing lists and subtractive design. By removing error and fragility first, you raise the base rate for success.

How it works


Outcome ↔ anti-outcome – write the goal and its mirror (e.g., “retain customers” ↔ “lose customers”).

Causes ↔ failure modes – list what would guarantee the anti-outcome; these are your risk levers.

Contrapositive thinking – if “If X then Y”, also test “If not-Y then not-X”.

Complements in probability – sometimes it’s easier to compute P(success) = 1 − P(failure).

Subtractive design – remove steps, features, options and policies that create failure or friction.

Operational guardrails – convert the failure list into rules, buffers and monitors.

Use-cases


Strategy – define what would kill the business; set hard “no-go” lines.

Risk & reliability – incident premortems, “kill criteria”, circuit breakers.

Product & UX – cut features that confuse; reduce steps; prevent foot-guns.

Growth – list ways to attract the wrong users; design to filter them out.

Hiring & teams – “Who should we not hire?”; clarify anti-patterns.

Research & analytics – look for evidence that would disconfirm your favourite hypothesis.

Negotiation – identify deal-breakers first; shape terms to avoid them.

Pitfalls & Cautions


All defence, no offence – inversion removes failure; it doesn’t choose the best upside. Pair with forward design.

Negativity spiral – treat it as risk design, not blame. Keep it time-boxed.

False complements – only use 1 − P(failure) when outcomes are mutually exclusive/exhaustive.

Over-complication – a short stop-doing list beats an encyclopaedia of risks.

Related Mental Models

Click below to learn other mental models

  • The Map is not the Territory

    The Map is not the Territory

    All models are simplifications. Don’t confuse the representation (map, metric, plan, narrative) with the thing itself—and update the map when facts change.

  • Hanlon’s Razor

    Hanlon’s Razor

    Don’t attribute to malice what can be explained by error, ignorance or misaligned incentives.

  • Law of Diminishing Returns

    Law of Diminishing Returns

    Each extra unit adds less benefit beyond a point; invest until marginal benefit ≈ marginal cost.

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