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Formal logic study demonstrates machine-verified nested epsilon-canonicalization within a strict Hilbert calculus, highlighting reliable computer-assisted theorem proving.
Formal logic; companion Paper II. AI-assistance disclosure: the base theorem (Paper I) and its hand derivation are the author's own; LLM assistance was used for proof search/derivation of the nested and n-layer extensions (Papers II/III) building on the hand-proved base, proof-engineering of the Coq/Rocq scripts and certificate tooling, drafting, and literature search. All results verified by the author and by machine checking (Rocq 9.1.1; independently reverified under Rocq/Coq 9.2). No AI system is an author. Version note: First actual deposit. Includes Coq sources (EPS_II_coq_anc.zip).
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Nived Rajendran (2026) studied this question.
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