海量数据的可扩展证据 K 近邻分类

IF 7.5 3区 计算机科学 Q1 COMPUTER SCIENCE, INFORMATION SYSTEMS
Chaoyu Gong;Jim Demmel;Yang You
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引用次数: 0

摘要

K-Nearest Neighbor(K-NN)算法在现实世界中得到了广泛应用,因为它具有其他分类算法可能不具备的出色的可解释性。证据 K-NN(EK-NN)算法基于与 K-NN 相同的近邻搜索程序,可提供信息量更大的分类结果。但是,EK-NN 在大数据中并不实用,因为它在计算上非常复杂。首先,从 $n$ 训练样本中搜索测试样本的 K 个近邻需要 $O(n^{2})$ 的操作。此外,参数估计涉及复杂的矩阵计算,随着数据集的增大,计算量也会增加。为了解决这些问题,我们在分布式 Spark 框架下提出了两种可扩展的 EK-NN 分类器:全局精确 EK-NN 和局部近似 EK-NN。除了本地近似 EK-NN 之外,我们还开发了一种新的分布式梯度下降算法来学习参数。数据并行性用于减少数据分布差异造成的负面影响。实验结果表明,我们的算法能够在超过 1 千万样本的大型数据集上实现最先进的扩展效率和准确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Scalable Evidential K-Nearest Neighbor Classification on Big Data
The K -Nearest Neighbor (K-NN) algorithm has garnered widespread utilization in real-world scenarios, due to its exceptional interpretability that other classification algorithms may not have. The evidential K-NN (EK-NN) algorithm builds upon the same nearest neighbor search procedure as K-NN, and provides more informative classification outcomes. However, EK-NN is not practical for Big Data because it is computationally complex. First, the search for K nearest neighbors of test samples from $n$ training samples requires $O(n^{2})$ operations. Additionally, estimating parameters involves performing complicated matrix calculations that increase in scale as the dataset becomes larger. To address these issues, we propose two scalable EK-NN classifiers, Global Exact EK-NN and Local Approximate EK-NN, under the distributed Spark framework. Along with the Local Approximate EK-NN, a new distributed gradient descent algorithm is developed to learn parameters. Data parallelism is used to reduce negative impacts caused by data distribution differences. Experimental results show that Our algorithms are able to achieve state-of-the-art scaling efficiency and accuracy on large datasets with more than 10 million samples.
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来源期刊
CiteScore
11.80
自引率
2.80%
发文量
114
期刊介绍: The IEEE Transactions on Big Data publishes peer-reviewed articles focusing on big data. These articles present innovative research ideas and application results across disciplines, including novel theories, algorithms, and applications. Research areas cover a wide range, such as big data analytics, visualization, curation, management, semantics, infrastructure, standards, performance analysis, intelligence extraction, scientific discovery, security, privacy, and legal issues specific to big data. The journal also prioritizes applications of big data in fields generating massive datasets.
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