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New method of accounting for interference contributions within a multiperipheral model

机译：多层次模型中干扰贡献的新方法

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We consider an inelastic scattering of protons within the simplest real scalar model ? 3 (phi-cubed). Although this model has been studied for a very long time, the problem of accounting for the interference contributions for all the possible particle multiplicities observed in experiments is not solved yet. We propose a method which is based on grouping of the interference contributions into sets in such a way that the sum of all interference contributions of each particular set can be calculated with Laplace’s method. This approach allowed us to calculate all the interference contributions to the cross sections for multiplicities up to n ～ 50 at the energy s ～ 50 ? ? GeV . The obtained models of the energy dependence of the total p p scattering cross section and the inclusive rapidity distribution are in qualitative agreement with the experiment. We also consider the well-known effect of the energy dependence of the shape of inclusive rapidity distribution and propose an explanation for this dependence and consider it exactly as the interference effect.
机译：我们考虑在最简单的真标模型中的质子的非弹性散射？ 3（Phi Cubed）。虽然该模型已经过很长时间了，但尚未解决在实验中观察到的所有可能的粒子多填种的干扰贡献的问题。我们提出了一种基于组合干扰贡献的方法，以便可以通过Laplace的方法计算每个特定集合的所有干扰贡献的总和。这种方法使我们能够在能量S〜50处计算多个截面的横截面的所有干扰贡献？还GEV。所获得的总P P P P散射截面和包容性快速分布的能量依赖性的模型与实验进行了定性协议。我们还考虑了包容性快速分布形状的能量依赖性的众所周知的影响，并提出了对这种依赖的解释，并将其视为干扰效果。

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