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Chapter 0: Guide to This Part

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This part proves a theorem. In its strongest form the central claim is one sentence: every metaphysical claim asserting the existence of a real entity with intrinsic nature is self-contradictory. Every word in that sentence receives a definition, every premise is audited, and the verdict falls exactly where the proof actually reaches — if the strong version must be demoted, the demotion proof is itself a theorem-grade result. Unlike the preceding parts, which are analyses, this part is written to the standard of a modern analytic paper, drawing its material from the Mūlamadhyamakakārikā and the Vigrahavyāvartanī.

Format. The chapters of earlier parts run in parallel and can be read singly; the chapters here run in series, each using only what the previous ones have prepared. Numbered proposition blocks come first in each chapter, prose follows; the symbols are few. The full symbolic system, complete derivations, the premise audit table and the assembly graph live in Appendix A. Two reading tracks are part of the design: a fast track that skips every numbered block and proof passage (Chapters 1, 2, 6, 8 and 9 with the opening and closing restatements carry all conclusions), and a slow track through the appendix.

The nine chapters. 1 The Proposition: three definitions and the theorem in three descending strengths. 2 The Warrant for the Definitions: every definition redeemed verbatim from the opponents' own criteria. 3 Tools: two kinds of negation, assertion versus rejection, the tetralemma under presupposition cancellation. 4 The Main Argument: the relationality premise and the core derivation, with the chapter on motion as worked sample. 5 Self-Application and Immunity: the emptiness of emptiness formalized, the Vigrahavyāvartanī in full. 6 The Preservation Theorem: with emptiness, everything stands; the two truths find their place. 7 Does It Go Through: the failure modes, and the fate of each strength. 8 Eternity and Creation: the theorem tested outside Buddhism. 9 The Verdict: theorem, tools, remainder.

Independence from Buddhism. If the theorem holds, it rests on no Buddhist premise: the definitions come from the opponents' own criteria and the derivation uses logic alone; the Buddhist texts supply provenance for the definitions and the historical record of the reductios. Chapter 8 turns the claim of independence into a demonstration, and what remains of the Mūlamadhyamakakārikā once theorem and tool are extracted is the closing question of Chapter 9.

An arch across the volume. Part 13 treated the Buddha's silence before metaphysical questions; this part offers a theorem that can be read as the late-arriving brief for that silence.