{"title":"Research on Pest Propagation Based on Auto-Regressive and Moving Average Model Algorithm","authors":"Linlin Li, Binbin Dan, Ying Li, Wei Wang","doi":"10.1109/aemcse55572.2022.00081","DOIUrl":null,"url":null,"abstract":"The presence of Vespa mandarinia can have a potentially serious impact on local bee populations and should be removed as soon as possible. In order to eradicate the Vespa mandarinia, we present several guidelines and strategies to help the State of Washington to allocate and utilize the limited resources efficiently.We describe our process in terms of CUU, a novel framework for Model Creation, Use and Update. On the basis of the ecological content of pests and the positive ID, negative ID and unprocessed data from the data table, we concluded that the spread of the pest changed over time. Afterwords, we infer that the range of hornet is small from the problem. So we utilize Auto-Regressive and Moving Average Model(ARMA) model as the time series prediction method and residual analysis to achieve the prediction accuracy in the paper. Later on, we classified the data utilizing K-nearest neighbor algorithm(KNN), and obtain that the unprocessed data were all Negative ID. Using the Positive ID data again, we select one of the points, calculate the average distance from the remaining 13 points to that point and calculate the probability of the presence of pests around that point, finally achieve the probability of mistaken classification: The smaller the average distance and the greater the probability of the presence of pests, the smaller the probability of the misclassification of data within 30 km of this area. Furthermore, to investigate the government’s desire to optimize resource allocation, entropy weight method and Technique for Order Preference by Similarity to an Ideal Solution(TOPSIS) method are proposed to score the locations where pests have been confirmed to appear. Finally, these locations are ranked by the score, where the harmful organisms are more likely to appear around the area when the score of this area is higher.","PeriodicalId":309096,"journal":{"name":"2022 5th International Conference on Advanced Electronic Materials, Computers and Software Engineering (AEMCSE)","volume":"14 1","pages":"0"},"PeriodicalIF":0.0000,"publicationDate":"2022-04-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"2022 5th International Conference on Advanced Electronic Materials, Computers and Software Engineering (AEMCSE)","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.1109/aemcse55572.2022.00081","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 0
Abstract
The presence of Vespa mandarinia can have a potentially serious impact on local bee populations and should be removed as soon as possible. In order to eradicate the Vespa mandarinia, we present several guidelines and strategies to help the State of Washington to allocate and utilize the limited resources efficiently.We describe our process in terms of CUU, a novel framework for Model Creation, Use and Update. On the basis of the ecological content of pests and the positive ID, negative ID and unprocessed data from the data table, we concluded that the spread of the pest changed over time. Afterwords, we infer that the range of hornet is small from the problem. So we utilize Auto-Regressive and Moving Average Model(ARMA) model as the time series prediction method and residual analysis to achieve the prediction accuracy in the paper. Later on, we classified the data utilizing K-nearest neighbor algorithm(KNN), and obtain that the unprocessed data were all Negative ID. Using the Positive ID data again, we select one of the points, calculate the average distance from the remaining 13 points to that point and calculate the probability of the presence of pests around that point, finally achieve the probability of mistaken classification: The smaller the average distance and the greater the probability of the presence of pests, the smaller the probability of the misclassification of data within 30 km of this area. Furthermore, to investigate the government’s desire to optimize resource allocation, entropy weight method and Technique for Order Preference by Similarity to an Ideal Solution(TOPSIS) method are proposed to score the locations where pests have been confirmed to appear. Finally, these locations are ranked by the score, where the harmful organisms are more likely to appear around the area when the score of this area is higher.
柑橘斑蜂的存在可能对当地蜜蜂种群产生潜在的严重影响,应该尽快清除。为了根除大黄蜂,我们提出了一些指导方针和策略,以帮助华盛顿州有效地分配和利用有限的资源。我们用CUU(一种用于模型创建、使用和更新的新框架)来描述我们的过程。根据害虫的生态含量和数据表中阳性ID、阴性ID和未处理数据,我们得出害虫的传播随时间变化的结论。最后,从问题中推断出大黄蜂的活动范围较小。因此,本文采用自回归和移动平均模型(ARMA)模型作为时间序列预测方法和残差分析来达到预测精度。随后,我们利用k近邻算法(KNN)对数据进行分类,得到未处理的数据均为Negative ID。再次使用Positive ID数据,我们选择其中一个点,计算剩余13个点到该点的平均距离,并计算该点周围存在害虫的概率,最终得到错分类概率:平均距离越小,存在害虫的概率越大,则该区域30 km范围内数据的错分类概率越小。此外,为了研究政府优化资源配置的意愿,提出了熵权法和TOPSIS (Order Preference by Similarity to a Ideal Solution)方法对已确认出现害虫的地点进行评分。最后,根据得分对这些位置进行排名,该区域的得分越高,该区域周围就越容易出现有害生物。