受保护ABJM理论两点函数中的普适超越结构
Universal and Transcendental Structures in Protected ABJM Two-Point Functions
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中文总结 AI 辅助
研究ABJM理论受保护标量算子两点函数的两圈修正，推导适用于任意维数及多迹结构算子的紧致有限秩公式，为该类两点函数的均匀超越性提供了证据。
中文摘要 AI 辅助
我们研究ABJM理论中受保护标量算子两点函数的两圈修正，推导出适用于任意维数及多迹结构算子的紧致有限秩公式，该结果由精确树级度量与杨图上的简单核决定，平面极限简化为简单分拆规则；所需积分整理为均匀超越组合，为这些受保护两点函数的均匀超越性提供了证据。
英文摘要
We consider two-loop corrections to two-point functions of protected scalar operators in ABJM theory. We infer a compact finite-rank formula valid for operators of arbitrary dimension and multi-trace structure. The result is governed by the exact tree-level metric and a simple kernel on the Young lattice, while the planar limit reduces to a simple partition-theoretic rule. The required integrals organize into uniformly transcendental combinations, providing evidence for uniform transcendentality of these protected two-point functions.
