Test a hypothesis with Analysis of Competing Hypotheses: gather evidence, score against all assumptions in isolation, produce a verdict matrix and report.
Use when
The completed isolation matrix — evidence scored against every assumption — with diagnosticity and sensitivity computations showing which assumptions most changed the analysis.
A structured summary of the ACH analysis: overall result, most diagnostic assumptions, evidence that most challenged the hypothesis, and recommended next steps.
Identify the hypothesis being tested and all its associated assumptions across risk dimensions — value, usability, feasibility, and viability.
Create an empty ACH matrix with each assumption as a row. The matrix structure enforces the core mechanic: one evidence piece scored against one assumption at a time.
Search the workspace and web for evidence relevant to the hypothesis. Evidence gathering is driven by relevance to the hypothesis, not by what helps any individual assumption.
For each piece of evidence, independently assess whether it supports or contradicts each assumption without looking at adjacent scores. Then compute diagnosticity and rank hypotheses by how well they survive the full evidence set.
When you evaluate evidence informally, confirmation bias shapes every judgment. You weight supporting evidence more heavily, discount contradicting evidence, and the hypothesis you already believe ends up winning regardless of what the data actually says. Analysis of Competing Hypotheses breaks this by making each judgment in isolation: given this one piece of evidence, which assumptions does it support and which does it contradict? The matrix is filled in assumption-blind, and the scoring is computed mechanically from the evidence rather than from prior beliefs.
Most valuable when you have at least five to ten pieces of evidence and three or more assumptions to evaluate. ACH adds overhead for simple decisions; it pays off for complex, high-stakes hypotheses where the team biases are most likely to mislead.