论文标题
使用Minkowski空间积分表示中的限制
Confinement within the use of Minkowski space integral representation
论文作者
论文摘要
我们确定了gluonic光谱函数$ su（3）$ yang-mills理论，并在强烈的QED中发现了Fermionic Spectral的功能，我们发现了新的解决方案。我们的新技术为繁殖物提供了通常的分支切割，同时在第一个Riemann纸（与整个复杂平面相同）的复杂平方的动量方面没有显示任何极结构。 QCD和标准模型计算的含义和进一步利用是简短的。
We determine the gluonic spectral function $SU(3)$ Yang-Mills theory as well as we found fermionic spectral functions in the strong quenched QED where we found new solutions. Our novel technique provides solutions with the usual branch cut for propagators while not showing any pole structure at the first Riemann sheet (identical with entire complex plane) of complex square of momentum. Implications and further utilizations are briefly adressed for QCD and Standard model calculations.
