论文标题
与真实夸克和Goe-Gue跨界的QCD的单一矩阵积分
Unitary matrix integral for QCD with real quarks and the GOE-GUE crossover
论文作者
论文摘要
分析评估并表示为PFAFFIAN，并以有限的化学势分析评估并表示为量规组的QCD样理论的低能量限制的单一基质积分。讨论了它在随机矩阵理论中的GOE-GUE跨界的应用。还评估了量规组的伪代表中QCD样理论的类似统一积分。
A unitary matrix integral that appears in the low-energy limit of QCD-like theories with quarks in real representations of the gauge group at finite chemical potential is analytically evaluated and expressed as a pfaffian. Its application to the GOE-GUE crossover in random matrix theory is discussed. An analogous unitary integral for QCD-like theories with quarks in pseudoreal representations of the gauge group is also evaluated.
