QDL SMEFT Γ(O) Audit Companion v1.0: A Representative Source-Anchored Subset for Closure-Vector Classification of Warsaw-Basis Operator Mixing

This Zenodo record releases the QDL SMEFT Γ(O) Audit Companion v1.0, a representative source-anchored audit subset for applying Quantized Dimensional Ledger closure-vector classification to Warsaw-basis Standard Model Effective Field Theory operator mixing. This release is a technical companion to Bourassa, J. D. (2026), Planck-Scale Fluctuation Closure as the Substrate Interpretation of the Quantized Dimensional Ledger: A QDL Capstone on Physical Persistence, Compton–Gravity Thresholds, Mass-Ratio Closure, Vacuum Filtering, and EFT Audits, Zenodo, DOI: 10.5281/zenodo.20346814. In that capstone paper, QDL is formulated as a closure-admissibility theory of physical persistence, and SMEFT operator mixing is identified as one of the framework’s falsifiable audit channels. The release package implements QDL closure-vector assignments Γ(O) for representative dimension-six Warsaw-basis operator classes and provides selected audit classifications Aij for operator-mixing rows. The audit labels are P, closure-preserving; C, closure-compensated; 0, zero in the stated sector or context; 0/C target, strict-zero or compensator-verification target; and R, reserved for a confirmed nonzero anomalous-dimension entry connecting inequivalent closure grades without an admissible compensator. This v1.0 record is not a completed audit of the full 2499 x 2499 three-generation SMEFT anomalous-dimension matrix. It is a representative, source-anchored audit subset and expansion scaffold. The package contains 29 representative Warsaw-basis operator assignments, 41 row-level extraction scaffold entries, strict-zero and compensator targets, a verification taxonomy, a data dictionary, a changelog, a sources table, and 14 exact/source-anchored rows. It preserves one exact checksum row and includes source-anchored sectoral rows drawn from the SMEFT renormalization literature. The purpose of this release is to make the QDL Γ(O) SMEFT closure rule auditable in machine-readable form. The long-term completion target is a full matrix-level audit in which every relevant nonzero SMEFT anomalous-dimension entry is classified as closure-preserving, closure-compensated, or residual-forcing.本Zenodo记录发布了QDL SMEFT Γ(O)审计配套数据集v1.0，该数据集是将量化维度账本（Quantized Dimensional Ledger，QDL）闭合矢量分类方法应用于华沙基（Warsaw-basis）标准模型有效场论（Standard Model Effective Field Theory，SMEFT）算符混合问题的代表性源锚定审计子集。 本数据集是Bourassa J.D.（2026）发表的相关研究的技术配套资源，其论文标题为《普朗克尺度涨落闭合作为量化维度账本的基底诠释：关于物理持续性、康普顿-引力阈值、质量比闭合、真空过滤与有效场论审计的QDL顶点研究》，发布于Zenodo，DOI: 10.5281/zenodo.20346814。 在该顶点研究论文中，QDL被构建为一种描述物理持续性的闭合可容许性理论，而SMEFT算符混合被确定为该框架下可证伪的审计渠道之一。 本发布包为代表性六维华沙基算符类别实现了QDL闭合矢量赋值Γ(O)，并为算符混合行提供了选定的审计分类Aij。审计标签定义如下：P代表闭合保持；C代表闭合补偿；0代表指定扇区或语境下的零值；0/C目标代表严格零值或补偿器验证目标；R则预留用于连接不等价闭合等级且无可容许补偿器的已确认非零反常维数条目。 本v1.0记录并非针对完整的2499×2499三代SMEFT反常维数矩阵的完整审计结果，而是一份代表性源锚定审计子集与扩展脚手架。本数据包包含29份代表性华沙基算符赋值、41份行级提取脚手架条目、严格零值与补偿器目标、验证分类体系、数据字典、变更日志、来源表以及14份精确/源锚定行。其保留了一条精确校验和行，并纳入了从SMEFT重整化文献中提取的源锚定扇区行。 本发布的目的是以机器可读形式实现QDL Γ(O) SMEFT闭合规则的可审计性。其长期完整目标是开展全矩阵级审计，将所有相关非零SMEFT反常维数条目分类为闭合保持、闭合补偿或残差强制类型。