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Simulating the architecture of a termite incipient nest using a convolutional neural network

机译:使用卷积神经网络模拟白蚁初期巢的架构

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Subterranean termites form colonies containing thousands of individuals, and maintain these colonies by consuming wood and other materials containing cellulose. In this consumption process, they cause serious damage to wooden structures. Information on the population size of termites is an important factor in developing strategies aimed at controlling termites. In this study, we provide a reasonable possibility of estimating the population of an incipient nest dug by a colony that has not yet discovered any food source. We build an agent-based model to simulate termite tunnel patterns in which the behavior of simulated termites (agents) is governed by simple rules based on empirical data. The simulated termites do not communicate with each other using pheromones. They move towards the ends of tunnels, excavate when their progress in that direction is blocked, and transport the excavated soil. Using simulations, we determine termite tunnel patterns according to three parameters: the number of simulated termites (N), the passing probability of two encountering termites (P), and the distance moved by termites to deposit soil parcels during tunneling activity (D). We train a convolutional neural network (CNN) using 80% of the tunnel patterns and apply the CNN to the remaining patterns to estimate the value of N. The application results show that the validation accuracy is approximately 41% and the training accuracy of the CNN is approximately 51%. Although the validation accuracy is not high, the estimation failures occur near the correct N values.
机译:地下白蚁形成含有成千上万个体的菌落,并通过消耗木材和含有纤维素的其他材料来维持这些菌落。在这种消费过程中,它们对木制结构造成严重损害。有关白蚁人口规模的信息是发展旨在控制白蚁的战略的重要因素。在这项研究中,我们提供了一个合理的可能性,估计尚未发现任何食物来源的殖民地的煽动巢挖出的人口。我们构建基于代理的模型来模拟白蚁隧道模式,其中模拟白蚁(代理)的行为由基于经验数据的简单规则管理。模拟白蚁使用信息素不会互相通信。它们朝向隧道的末端移动,挖掘它们在该方向的进步被阻止,并运输挖掘的土壤。使用仿真,我们根据三个参数确定白蚁隧道模式:模拟白蚁(n)的数量,两个遇到白蚁(p)的通过概率,以及在隧道活动期间沉积土壤包裹沉积土壤包裹的距离。我们使用80%的隧道模式训练卷积神经网络(CNN),并将CNN应用于剩余的模式以估计N的值。申请结果表明验证精度约为41%,CNN的训练准确度约为51%。虽然验证精度不高,但估计失败发生在正确的n值附近。

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