4.2 KiB
Experiment 56D — Regression B via Real Production Path
Date: 2026-08-09
Commit: 3e78d57 (refine answer meaning derivation for negation and qualification)
Type: Observation-only — no code changes
Objective: Verify that deterministic derivation refinement works end-to-end for conditional trade-off scenarios
Input (Fixed)
Source: "I want the business to grow, but I don't want to take on more risk."
Answer: "I'd normally avoid more risk, but for the right opportunity I might accept some."
Graph Setup
Pre-update graph state matched Regression B fixture:
n-risk-constraint(unknown/unknown) — active unknownobs-source-statement(observation/supported) — source observation- 1 edge connecting source to risk unknown
Results
| # | Checkpoint | Result |
|---|---|---|
| 1 | userSupportedMeaning extracted |
✅ "Risk avoidance is a strong default preference that can be overridden for specific opportunities deemed suitable, rather than an absolute hard constraint." |
| 2 | possibleInference derived |
✅ "Growth strategy should focus on identifying and qualifying high-potential opportunities with clearly defined, bounded risk parameters instead of broad or unconditional expansion." |
| 3 | LLM-populated supportCategory |
null (LLM does not auto-populate; nullable per schema) |
| 4 | Derived meaning profile category | conditional_tradeoff (derived from userSupportedMeaning via deterministic logic) |
| 5 | Guard errors present? | ✅ None — guard passed successfully |
| 6 | Risk unknown resolved correctly | n-risk-constraint: status→resolved, newValue=null, reason=preference vs constraint distinction clarified |
| 7 | Proposed graph mutation valid | Updated n-risk-constraint as resolved; created new unknown n-opportunity-criteria (unknown/unknown) with dependsOn=[n-risk-constraint] |
| 8 | Newly proposed question | "What specific criteria define an acceptable 'right opportunity' that justifies taking on additional risk?" targeting the emergent unknown |
Key Findings
-
Meaning derivation correctly identifies conditional tradeoff: The
userSupportedMeaningextraction cleanly separated the default stance (avoid risk) from the qualification (override for right opportunity). This is precisely the Regression B scenario. -
Deterministic profile categorization works end-to-end: Despite LLM returning null for
supportCategory, our inline derivation logic (triggered byhasDefaultPref && hasExceptionpattern matching on "normally" + "might/accept") correctly derivesconditional_tradeoff. -
Guard validation passes through: No guard errors — the resolved node and newly added unknown are both compatible with the source scenario.
-
Emergent conditional unknown created successfully: The system created
n-opportunity-criteria(kind=unknown, status=unknown) with a description that directly operationalizes the conditional nature: "Needs explicit criteria to define when additional risk is justified." This confirms the pipeline correctly recognizes that a conditional tradeoff requires further exploration. -
selectedQuestion targets emergent unknown: The proposal correctly includes
selectedQuestionpointing ton-opportunity-criteria, maintaining conversation flow toward resolution of the remaining uncertainty. -
LLM does not auto-populate
supportCategory: Across runs,answerMeaning.supportCategoryis consistently null. This confirms the derivation logic inreadDiagnostics(and the inline pipeline) is the mechanism by which the meaning profile gets determined. This is expected design — the LLM produces the raw meaning; the deterministic layer categorizes it.
Verdict
Regression B PASSES via real production path. The full updateCase() pipeline correctly:
- Extracts conditional tradeoff semantics from userAnswer
- Derives
conditional_tradeoffcategory via deterministic profile matching - Resolves the active unknown while creating an emergent conditional/threshold unknown
- Passes all guard constraints
- Proposes a follow-up question targeting the remaining uncertainty
No regression detected. The meaning derivation refinement from commit 3e78d57 works as intended for conditional trade-off scenarios.