Light Convergence Theory v2.1: Judgement Layer for Convergence Claims in the 3D Photonics Public Series

Light Convergence Theory v2.1 is Paper 3 in the 3D Photonics public series by Hisashi Suga. This release defines the judgement layer for convergence claims in the Hybrid 3D Photonic Architecture line. It establishes the conditions under which a convergence claim is allowed to stand within this author's 3D Photonics public series. This release does not claim completed physical implementation, measured device superiority, fabrication closure, benchmark victory, commercial readiness, solved optical loss, solved fabrication tolerance, solved thermal drift, solved crosstalk, solved phase-reference discipline, or solved coupling issues. The central rule is simple: a convergence claim does not pass because a diagram appears coherent, because an architecture is plausible, or because a narrative describes integration. It passes only when the declared photonic unit, control set, baseline, extraction function, threshold, observable record, hash discipline, and decision rule are fixed before evaluation and survive the defined judgement procedure. The release package includes the MAIN manuscript, Supplementary Information 0-4, INSTALL_ME, RELEASE_TAG, SHA256 integrity record, detached PGP signatures, and the author's public PGP key. Public-series context: Paper 1:Suga, H. (2026). 3D Photonics Paper 1 v0.1.1: Hybrid 3D Photonic Architecture for Reconfigurable Optical Interconnects in Glass. Zenodo. DOI: 10.5281/zenodo.19249129 Paper 2:Suga, H. (2026). 3D Photonics Paper 2 v0.2 - Release Package. Zenodo. DOI: 10.5281/zenodo.19448395 Governance:Audit-first | FACT-BASED | NO OVERCLAIM | NON-CIRCULARITY Axis:Peace / Non-violence / Dignity Dual-use boundary:NO military / NO surveillance / NO coercion