Assessing methods for multiple imputation of systematic missing data in marine fisheries time series with a new validation algorithm

Q1 Agricultural and Biological Sciences
Iván F. Benavides , Marlon Santacruz , Jhoana P. Romero-Leiton , Carlos Barreto , John Josephraj Selvaraj
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引用次数: 5

Abstract

Time series from fisheries often contain multiple missing data. This is a severe limitation that prevents using the data for research on population dynamics, stock assessment, forecasting, and, hence, decision-making around marine resources. Several methods have been proposed to impute missing data in univariate time series. Still, their performances depend not only on the amount of missing data but also on the data structure. This study compares the performance of twelve imputation methods on the time series of marine fishery landings for six species in the Colombian Pacific Ocean. Unlike other studies, we validate the precision of the imputations in the same target time series that include missing data, using the Known Sub-Sequence Algorithm (KSSA), a novelty validation approach that simulates missing data in known sub-sequences of the target time series. The results showed that the best methods for imputation are Seasonal Decomposition with Kalman filters and Structural Models with Kalman filters fitted by maximum likelihood. Results also show that validating the imputation methods with other time series different to the target time series, leads to wrong imputation methods choices. It is noteworthy that these methods and also the validation framework are mainly suited to time series with non-random distribution of missing data, this is, missing data produced systematically in chunks or clusters with predictable frequency, which are common in marine sciences.

用一种新的验证算法评估海洋渔业时间序列中系统缺失数据的多重插补方法
渔业的时间序列通常包含多个缺失的数据。这是一个严重的限制,阻碍了将数据用于种群动态研究、种群评估、预测,从而阻碍了围绕海洋资源的决策。已经提出了几种方法来估算单变量时间序列中的缺失数据。尽管如此,它们的性能不仅取决于丢失数据的数量,还取决于数据结构。本研究比较了12种插补方法对哥伦比亚太平洋六个物种海洋渔业登陆时间序列的表现。与其他研究不同,我们使用已知子序列算法(KSSA)验证了包括缺失数据的同一目标时间序列中的输入精度,该算法是一种新颖的验证方法,模拟了目标时间序列的已知子序列中的缺失数据。结果表明,最佳的插补方法是使用卡尔曼滤波器的季节分解和使用最大似然拟合的卡尔曼滤波器的结构模型。结果还表明,用不同于目标时间序列的其他时间序列验证插补方法,会导致插补方法的选择错误。值得注意的是,这些方法和验证框架主要适用于缺失数据非随机分布的时间序列,也就是说,以可预测频率系统生成的大块或集群中的缺失数据,这在海洋科学中很常见。
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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来源期刊
Aquaculture and Fisheries
Aquaculture and Fisheries Agricultural and Biological Sciences-Aquatic Science
CiteScore
7.50
自引率
0.00%
发文量
54
审稿时长
48 days
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