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INT-01 Analysis of Competing Hypotheses Lesson 3

Fortune Favors the Prepared
Intelligence Analysis · Lesson 3 of 4

INT-01-03

Reading the Matrix

Steps 5 through 8: from a populated matrix to a conclusion you can defend, a judgment you can audit, and indicators for what to watch next

Bottom Line Up Front

The first four steps build the matrix. Steps 5 through 8 produce the output: a tentative conclusion drawn from inconsistency counts, a sensitivity test that identifies which evidence items are actually doing the analytical work, a reported judgment that presents all surviving hypotheses with stated confidence, and a set of indicators for future monitoring. This is where ACH earns its keep — not in the rigor of the grid but in the discipline of what you do with it. Each step has a characteristic failure mode. This lesson describes the steps, the failure modes, and what correct execution looks like.

Step 5: Draw Tentative Conclusions


Read Inconsistencies, Not Support

With the refined matrix in front of you, count the inconsistencies for each hypothesis. The hypothesis with the fewest serious inconsistencies is the strongest surviving explanation. Hypotheses that carry multiple serious inconsistencies — items marked I that cannot be easily explained away — are weakened or eliminated. The tentative conclusion is drawn from this count, not from an assessment of which hypothesis has the most evidence appearing to support it.

The word tentative is deliberate. At Step 5 you have a working conclusion. You have not yet tested how fragile it is. Two hypotheses may survive with similar inconsistency counts, in which case both remain credible and should be treated that way. A conclusion that two explanations remain viable is itself an analytically valid output. The pressure to produce a single definitive conclusion before the testing in Step 6 is complete is the most common failure mode at this stage.

Resist the pull toward the most dramatic or operationally convenient conclusion. A hypothesis that points toward active threat requires a response and creates urgency. That urgency can cause analysts to downplay the inconsistencies against the threat hypothesis and overweight the inconsistencies against the innocent one. The matrix is your check against this. If the threat hypothesis carries more inconsistencies than the innocent one, the evidence is telling you something, and the analytical discipline is to follow the evidence rather than the convenience of the conclusion.

Reading the Matrix Correctly

Inconsistency count versus support count

Suppose after refinement you have three surviving hypotheses and six diagnostic evidence items. H1 (genuine community member) carries two inconsistencies. H2 (poor information security judgment but genuine member) carries one inconsistency. H3 (directed external collector) carries zero inconsistencies. The tentative conclusion is that H3 is the strongest surviving hypothesis — not because the evidence confirms it most enthusiastically but because it has been least contradicted. H2 remains credible with one inconsistency. H1 is weakened but not eliminated.

Now look at the two inconsistencies against H1. If both are weak items — easily explained under an innocent interpretation — H1 may be more viable than the raw count suggests. If both are strong items — observations that genuinely cannot coexist with the innocent hypothesis if it were true — then H1’s two inconsistencies are more decisive than H3’s zero. The count is the starting point for the conclusion, not the ending point. The strength of each inconsistency matters as much as the number.

Step 6: Test Sensitivity


What Happens When You Pull a Thread

Sensitivity testing identifies the specific evidence items that are actually driving the conclusion and then asks what happens to the conclusion if each of those items is wrong, misinterpreted, or deliberately fabricated. This step is the structural protection against two specific risks: analytical conclusions that rest on fragile evidence, and analytical conclusions that rest on planted evidence.

The procedure is systematic. For each item that is marked Inconsistent for the leading hypothesis — the items that are its primary vulnerabilities — ask: what if this item is false? What if it has an alternative innocent explanation we have not considered? What if it was constructed by someone who anticipated our analysis and wanted to point us toward this conclusion? Change the marking from Inconsistent to Consistent and observe what happens to the inconsistency count. If the conclusion shifts substantially when one item is removed, that item deserves explicit scrutiny before the conclusion is finalized.

Sensitivity testing also applies to the assumptions you included in the evidence list at Step 2. For each assumption, ask: if this assumption is wrong, which cell markings change, and how does the conclusion shift? The assumptions that, if false, would substantially change the conclusion are the ones that most need verification or at minimum explicit acknowledgment in the reported judgment.

The output of Step 6 is twofold: a more confident conclusion if the sensitive items hold up under scrutiny, and an explicit list of the conditions under which the conclusion would change. Both are necessary parts of a complete analytical product. A conclusion that cannot describe the conditions under which it would be wrong is not a conclusion — it is a preference.

Deception and the Sensitivity Test

If the deception hypothesis is in the matrix and is not eliminated by the evidence, the sensitivity test acquires a specific additional dimension. For every item that is marked Consistent with the leading hypothesis, ask: is this item one that a sophisticated actor who wanted you to reach this conclusion would have constructed? If several key consistent items could plausibly be planted, the deception hypothesis survives not just in the matrix but as a live operational concern. The sensitivity test is the mechanism by which the deception hypothesis gets taken seriously rather than pro forma included and then discarded.

Step 7: Report Conclusions


What a Complete Analytical Product Contains

The reported conclusion is not just the leading hypothesis. A complete ACH output reports the relative likelihood of all surviving hypotheses, states a confidence level, identifies the key assumptions the judgment rests on, describes the evidence items that are driving the conclusion, and notes the conditions under which the conclusion would change. Every one of these elements is required. Each of them has a specific function in the report, and omitting any of them degrades the product in a specific way.

Reporting only the leading hypothesis omits information the decision-maker needs to calibrate their response. If H3 (directed collector) and H2 (poor judgment, genuine member) are both surviving hypotheses with similar evidence bases, the decision-maker needs to know that both remain credible — because the response to H3 is substantially different from the response to H2, and acting on H3 when H2 is equally supported is a costly error in the other direction from the confirmation bias the analysis was designed to prevent.

Stating a confidence level requires using consistent language. The intelligence community standard under ICD 203 uses probabilistic language: “likely,” “probably,” “almost certainly,” with defined probability ranges behind each term. At the community level, what matters is consistency: use the same language for the same level of confidence across analyses so that a reader can calibrate over time. “We assess with moderate confidence that H3 is the most likely explanation, with H2 remaining a viable alternative” is a complete confidence statement. “It’s probably H3” is not, because it provides no basis for understanding how strong the evidence base is or how much margin the conclusion has.

The matrix itself, or a documented summary of the evidence and cell markings, should accompany the conclusion. This is the auditable record. It allows another analyst to review the work, challenge specific markings, and understand why the conclusion was reached. Without it, the conclusion cannot be checked and cannot be updated cleanly when new evidence arrives.

Step 8: Identify Indicators for Future Observation


ACH Is Iterative, Not Static

The final step converts a static analytical product into a monitoring framework. For each surviving hypothesis, identify the specific observable events that would strengthen or weaken it if observed. These are your indicators. They define what you are looking for in the period after the analysis, and they direct future collection effort toward the evidence that has the highest diagnostic value.

Indicators should be specific and observable. “Signs of continued hostile behavior” is not an indicator. “Candidate approaches a second member independently and asks the same specific questions about cache locations within 30 days” is an indicator. It describes something that could be observed unambiguously, it has a clear logical relationship to the hypothesis it bears on, and it can be tracked across time by people who were not part of the original analysis.

The indicators for competing hypotheses will often look different in an important way. If H3 (directed collector) is true, you expect to see continued targeted questioning, potential contact between the candidate and unknown third parties, and possibly evidence of external coordination. If H2 (poor judgment, genuine member) is true, you expect to see no evidence of coordination and possibly a positive response to direct guidance about information security. Define the indicators for both before ending the analysis. Monitoring only for indicators that confirm the leading hypothesis is Step 8’s version of column-reading.

ACH is iterative. When significant new evidence arrives — when an indicator is observed, or when something occurs that was not anticipated by any of the current hypotheses — the analysis should be re-run. Not adjusted, not updated with a note in the margin. Re-run. The discipline of re-running the full process rather than amending a prior conclusion is what prevents the prior conclusion from functioning as a new anchor that the re-analysis then confirms.

Complete Process Review

For the scenario you built in the Lesson 2 exercise, complete the remaining steps. Draw a tentative conclusion from the inconsistency counts and the strength of each inconsistency. Identify the two or three items most responsible for the conclusion and test sensitivity: what happens if each is wrong or planted? Write the reported conclusion in full, including confidence level, surviving hypotheses, key assumptions, and conditions for revision. Define three observable indicators for the leading hypothesis and three for the strongest competing hypothesis.

This completes one full ACH cycle. Lesson 4 applies the complete process to an extended scenario from a community security context, with all eight steps worked through in sequence.

Knowledge Check — Reading the Matrix

After completing Step 5, your matrix shows that H1 has zero inconsistencies, H2 has one inconsistency, and H3 has three inconsistencies. Which is the correct conclusion to draw at Step 5?



In sensitivity testing, you identify that the entire conclusion rests on a single evidence item: an unverified report from a second-hand source. What is the correct analytical response?



Your reported conclusion states that H1 is the most likely explanation. A decision-maker asks whether H2 remains possible. The correct response is which of the following?



Six weeks after completing the ACH analysis, significant new evidence arrives that was not part of the original matrix. The correct procedure is which of the following?



Lesson 3 Checkpoints

The Step 5 conclusion is tentative — zero inconsistencies does not confirm a hypothesis, it means it has not yet been contradicted

Count inconsistencies to rank hypotheses, then assess the strength of each inconsistency — a single strong inconsistency outweighs several weak ones

Report the relative likelihood of all surviving hypotheses, not only the leading one — the decision-maker needs the full picture

Sensitivity testing identifies which evidence items are driving the conclusion and asks what happens if each is wrong or planted

A conclusion that rests on a single fragile item must be explicitly flagged as such in the reported product

The reported conclusion includes: leading hypothesis, surviving alternatives, confidence level, key assumptions, and conditions for revision

Indicators should be specific and observable; define them for the leading hypothesis and the strongest competing hypothesis

When significant new evidence arrives, re-run the full process — do not amend the prior conclusion, which now functions as an anchor

← Previous LessonINT-01-02 — Building the Matrix (Steps 1–4)
Next Lesson →INT-01-04 — Applied Scenario and Common Pitfalls

↑ Back to Intelligence Analysis

Fortune Favors the Prepared · INT-01-03 · For Member Use Only

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