利用复杂网络视图分析伊朗降雨数据

Ehsan Baratnezhad, M. Rezghi
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引用次数: 0

摘要

降雨分区是水文气候科学中最重要的应用之一。对这些地区的考察有助于我们更好地解释气候学的作用机制。检测这些区域的一种常用方法是对数据的空间特征使用典型的聚类算法,如K-means,但更好的方法是基于降雨数据检测区域,因为降雨数据的时间特征与空间特征不同,可以对这些数据类型产生更好的聚类结果。使用时态数据时最具挑战性的部分是在存在缺失值的情况下应用它们。在这里,由于这些数据作为一个整体存在高缺失值,因此应用典型的聚类方法是不合适的,甚至可能是不可能的。我们在伊朗的降雨数据集上实现了一个聚类,这个数据集最令人不安的事实之一是它的缺失值,为了执行这些缺失的数据,我们要求改变数据类型。为了克服数据中的缺失值问题,我们使用了一种名为“事件同步”的方法,该方法可以为具有高缺失值的时态数据提供适当的相似性。通过这种方法,可以将缺失值较高的数据转换为网络。然后通过采用最先进的社区检测算法,我们检测到彼此之间最相关的点作为降雨集群,最后我们将看到有希望的结果。我们真实世界数据的性质可以证明这些结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Rainfall Data Analysis of Iran using Complex Networks View
Rainfall Zoning is one of the most significant applications in hydro-climatic science. The investigation of these regions helps us to better interpret the functional mechanism of the climatology. A popular way to detect these regions is to use a typical clustering algorithm like K-means on spatial features of the data, But it’s better to detect the zones based on the rainfall data because temporal features of rainfall data, unlike its spatial features, can cause a better result in clustering these data types. The most challenging part while using temporal data is to apply them in the presence of missing values. Here, applying a typical clustering method due to high missing values as a whole block on these data is not proper or maybe even impossible. We implemented a clustering on Iran’s rainfall dataset and one of the most disturbing facts about this dataset was its missing values and to carry out these missing data we demanded to change the data type. To overcome this missing value problem in data, we used a method named "Event synchronization" that could give appropriate similarity for temporal data with high missing values. By this approach, the data with high missing value could be converted to a network. Then by adopting the state-of-the-art community detection algorithm we detected the most related points to each other as rainfall clusters, and we’ll see the promising results at the end. The nature of our real-world data can prove the results.
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