论文标题
大小n的风味破碎的QCD $ _3 $
Flavor Broken QCD$_3$ at Large N
论文作者
论文摘要
我们在限制$ n \ to \ n \ to \ infty $的情况下检查了QCD $ _3 $的真空结构，并使用$ g^2n = $固定。我们发现，通常，将临界点分解为一系列一阶Pahse转换的分辨率仍然存在于相图的特殊位置。尤其是，一个遍历及其位置在相图中的晶格数量是$ f $的函数。
We examine the vacuum structure of QCD$_3$ with flavor group $U(f)\times U(N_f-f)$ in the limit $N\to\infty$ with $g^2N=$fixed. We find that, generically, the resolution of critical points into a series of first order pahse transitions persists at special locations in the phase diagram. In particular, the number of Grassmannians that one traverses and their locations in the phase diagram is a function of $f$.
