论文标题

岩纸剪裁器模型中的自适应运动策略

Adaptive movement strategy in rock-paper-scissors models

论文作者

Tenorio, M., Rangel, E., Menezes, J.

论文摘要

有机体可能会对受益或威胁其健身的当地刺激做出反应。自适应运动行为可能使个人能够调整速度,以最大程度地提高舒适区的机会,而死亡风险很小。我们研究了空间循环模型,其中摇滚纸剪辑器游戏规则描述了非等级的优势。我们假设一个物种中一个的生物可以根据扫描环境获得的信息来控制迁移率。运行一系列随机模拟,我们量化了运动策略对空间模式和种群动态的影响。我们的发现表明,改变移动性以适应环境线索的能力并没有反映在循环空间游戏中的优势中。自适应运动引起了该物种在螺旋波中占据的空间结构域的延迟,使该组更容易受到主导物种的发展的影响,并且从占主导地位的物种中占据领土的效率较低。我们的结果还表明,自适应运动行为的影响突显了大多数人是否具有长期邻里的感知。我们的结果可能对生物学家和数据科学家有助于理解自适应过程是基本的生态系统的动态。

Organisms may respond to local stimuli that benefit or threaten their fitness. The adaptive movement behaviour may allow individuals to adjust their speed to maximise the chances of being in comfort zones, where death risk is minimal. We investigate spatial cyclic models where the rock-paper-scissors game rules describe the nonhierarchical dominance. We assume that organisms of one out of the species can control the mobility rate in response to the information obtained from scanning the environment. Running a series of stochastic simulations, we quantify the effects of the movement strategy on the spatial patterns and population dynamics. Our findings show that the ability to change mobility to adapt to environmental clues is not reflected in an advantage in cyclic spatial games. The adaptive movement provokes a delay in the spatial domains occupied by the species in the spiral waves, making the group more vulnerable to the advance of the dominant species and less efficient in taking territory from the dominated species. Our outcomes also show that the effects of adaptive movement behaviour accentuate whether most individuals have a long-range neighbourhood perception. Our results may be helpful for biologists and data scientists to comprehend the dynamics of ecosystems where adaptive processes are fundamental.

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