论文标题
Unitarity和Finkelstein-Kajantie问题在衍射强子产生中
Unitarity and Finkelstein-Kajantie problem in diffraction hadron production
论文作者
论文摘要
在标准的Pomeron方法中计算时，许多强化速度间隙的衍射产生的衍射产生使横截面的上升速度比Froissart-Martin结合的速度快得多。这是Finkelstein-Kajantie问题的重点。我们根据弗罗伊萨龙传播器和3-froissaron顶点（3f-vertex）考虑基于dyson-schwinger方程的单位化程序，具体取决于其中的froissarons的角动量。开发的衍射生产模型允许解决Finkelstein-Kajantie问题。
The diffraction production of many hadron showers separated by large rapidity gaps, when calculated within the standard pomeron approach, lead to cross sections rising much faster than Froissart-Martin bound. This is the point of Finkelstein-Kajantie problem. We consider the unitarization procedure based on Dyson-Schwinger equations with input froissaron propagators and 3-froissaron vertex (3f-vertex) depending on angular momenta of froissarons in it. The developed diffraction production model allows to resolve Finkelstein-Kajantie problem.
