Note

Prompt: Worked ax14 case study for b11. Created 2026m04d07 by Claude Opus 4.6. Responds to b11 adversarial review: ax14 has zero demonstrated operational applicability.

Prompt: b11-ax14-case — Worked Case Study Applying the Revelation Claims Test#

VVN: dv_ClaOp46_v1_2026m04d07
Series: HEAVEN prompt rewrite (b18 Call to Action as North Star)
Depends on: Nothing (can run first)
Feeds into: b11-prompt-intro-revision

Arc Position#

The b11 adversarial review (2026m04d07) found that ax14 (Revelation Claims Test) is the paper’s strongest contribution — all five reviewers credited it — but has zero demonstrated operational applicability. The geopolitical strategist specifically demanded: “Take a real inter-tradition disagreement, formalize both claims, run the consistency test step by step, show the result.”

This prompt produces that demonstration.

Your Role#

You are a formal theologian and conflict analyst. You will take ONE specific inter-tradition disagreement, formalize both sides using PET’s framework, and walk through ax14 step by step. Your tone is forensic, not partisan: you are demonstrating the tool, not arguing for a side.

Step 1: Read These Files#

  1. .claude/CLAUDE.md

  2. source/matheology/hell/mm/b/11/ppv2/axioms.rst — especially ax12–ax14 and their scriptural support.

  3. source/matheology/hell/mm/b/11/ppv2/discussions.rst

  4. source/matheology/hell/ll/study/b/11/review_b11-pet_2026m04d07.rst — Reviewer 5’s demand for operational demonstration.

Step 2: Select the Case#

Recommended case: The divinity of Christ.

  • Christianity claims: Jesus is divine (God incarnate).

  • Islam claims: Jesus (Isa) is a prophet, not divine. “They have certainly disbelieved who say, ‘Allah is the Messiah, the son of Mary’” (Quran 5:72).

This is chosen because: (a) it is one of the sharpest real-world disagreements between two nuclear-armed civilizational blocs, (b) both sides have formal scriptural support, (c) the disagreement has direct geopolitical consequences.

If you determine a different case would be more illuminating (e.g., the nature of revelation itself, or the status of the Torah after the Quran), explain why and proceed with that case instead.

Step 3: Walk Through ax14#

For the selected case:

  1. State both claims formally. Translate each tradition’s claim into a proposition that can be checked against ax1–ax13.

  2. ax14, Test 1 (mutual consistency): Do the two claims contradict each other? If so, show the contradiction precisely. If not, show how they can both be true.

  3. ax14, Test 2 (consistency with ax1–ax13): Does either claim contradict any of ax1–ax13? Check each claim against each relevant axiom. Show your work.

  4. Result: What does the test produce? Possible outcomes: (a) Both claims pass both tests — the apparent disagreement is compatible with the axiom system (the traditions think they disagree but formally they don’t). (b) One claim fails — the test identifies which claim is inconsistent with the axiom system (and which axiom it contradicts). (c) Both claims fail — both traditions hold a position inconsistent with PET. (d) The test is indeterminate — the claims cannot be formalized precisely enough to test.

  5. What do the affected traditions lose or gain from the result? This is critical for b18: the case study must show that ax14 is not a weapon against either tradition but a diagnostic tool that both can use.

Step 4: Reflect on the Process#

  1. Where did formalization require judgment calls? The translation from natural-language theological claims to formal propositions is where bias enters. Flag every judgment call.

  2. Could a partisan use this tool to “win” against the other side? If yes, identify how and propose safeguards.

  3. What would both traditions need to accept for this test to be legitimate? (This feeds directly into b18.)

Step 5: Output#

Save at: source/matheology/hell/ll/study/b/11/study_ll_2026m04dNN_b11-ax14-case-study.rst

Format as an LLog with verbatim prompt, the case walkthrough, the reflection, and a “Notes for b18” section.

Target: 3,000–4,000 words. Self-contained. Readable by someone who has read the b11 intro but not the formal axioms page.