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The Structure and Evolution of Incomplete Competitive System Based on a Random Choice Mechanism

机译:基于随机选择机制的不完全竞争系统的结构与演化

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摘要

Under the presupposition of competition level keeping unchangeable, we construct a random evolution model of Incomplete Competitive System to explore its structure, nature and evolution behavior based on the random choice mechanism to competitors by mathematical analysis and numerical simulation. In this model, the death probability of node keeps a logarithm correlation with its original competence. System size may present three kinds of states: monotonic increase, stable, monotonic decrease, and it depends on the quitting threshold of system node and system competitive coefficient. The competence of node will decrease with an exponential or power speed, and in a long time, the competence distribution appears stable which is overlapped by a power law with -1 and original competence distribution. There is a power law or logarithmic correlation between nodeȁ9;s life and its original competence. The number of one nodeȁ9;s competitor will be monotonic increasing logarithmically before its death, and will be proportional to the logarithm of its age. Systemȁ9;s degree distribution obeys an exponential distribution approximately, and it doesnȁ9;t depend on the original node competence distribution.
机译:在保持竞争水平不变的前提下,建立了不完全竞争系统的随机演化模型,通过对数学模型的随机分析和数值模拟,基于对竞争者的随机选择机制,探索了其结构,性质和演化行为。在该模型中,节点的死亡概率与其原始能力保持对数相关性。系统规模可能呈现三种状态:单调增加,稳定,单调减少,这取决于系统节点的退出阈值和系统竞争系数。节点的能力将随着指数或幂速度而降低,并且在很长一段时间内,能力分布显得稳定,并与具有-1和原始能力分布的幂律重叠。在节点ȁ9的寿命与其原始能力之间存在幂律或对数关系。一个节点的数目ȁ9;竞争者在死亡之前将以对数形式单调递增,并与其年龄的对数成正比。系统的9度分布近似服从指数分布,并且不取决于原始节点能力分布。

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