Mining time-lagged relationships in spatio-temporal climate data

Jaya Kawale, S. Liess, Vipin Kumar, Upmanu Lall, A. Ganguly
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引用次数: 9

Abstract

Time series data in climate are often characterized by a delayed relationship between two variables, for example precipitation and temperature anomalies occurring at a place might also occur at another place after some time. These lagged relations generally signify the time lag between the cause and the effect or the spread of a common cause and are important to study and understand as they can aid in prediction. Identifying lagged relationships in climate data is challenging due to the various complex dependencies present in the data like spatial and temporal auto-correlation, seasonality, trends and long distance teleconnections. In this paper, we present a general framework for finding all pairs of lagged positive and negative relations that can exist in a given spatio-temporal dataset. We use a graph based approach based upon the concept of shared reciprocal nearest neighbor to generate cluster pairs of locations sharing similar or opposing behavior for every time lag. Our framework can be generalized to extract multivariate lagged relationships across different variables thus can be used to understand the lagged response of one variable on another. We show the utility of our approach by extracting some of the known delayed relationships like the Madden Julian Oscillation (MJO) and the Pacific North American (PNA) pattern at different lags using the sea level pressure dataset provided by the NCEP/NCAR. Our approach can be broadly applied to other problems in spatio-temporal domain to extract lagged relationships.
时空气候数据的时间滞后关系挖掘
气候时间序列数据的特点往往是两个变量之间的延迟关系,例如,在一个地方发生的降水和温度异常可能在一段时间后也会在另一个地方发生。这些滞后关系通常表示原因和结果之间的时间滞后,或共同原因的传播,对研究和理解很重要,因为它们有助于预测。识别气候数据中的滞后关系具有挑战性,因为数据中存在各种复杂的依赖关系,如时空自相关、季节性、趋势和远距离遥相关。在本文中,我们提出了一个通用框架,用于查找给定时空数据集中可能存在的所有滞后正负关系对。我们使用基于共享倒数最近邻概念的基于图的方法来生成每个时间滞后共享相似或相反行为的位置簇对。我们的框架可以推广到提取不同变量之间的多变量滞后关系,从而可以用来理解一个变量对另一个变量的滞后响应。我们通过使用NCEP/NCAR提供的海平面压力数据集提取一些已知的延迟关系,如麦登朱利安涛动(MJO)和太平洋北美(PNA)模式,展示了我们方法的实用性。该方法可广泛应用于其他时空问题,以提取滞后关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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