噪声下子模覆盖问题的流算法

Bich-Ngan T. Nguyen, P. H. Pham, Canh V. Pham, Anh N. Su, V. Snás̃el
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引用次数: 0

摘要

子模块覆盖问题因其在经济学、机器学习、数字营销和计算机科学中的广泛应用而引起了研究者的关注。以往对该问题的研究主要集中在无噪声环境下的假设下求解,或者使用贪心算法在有噪声环境下求解。然而,在某些应用中,数据往往是大规模的,并且会带来噪声版本,因此现有解决方案的有效性较低或不适用于大数据和噪声。基于这一现象,我们研究了噪声下的子模覆盖问题,并提出了一种单通流算法,该算法为噪声下的子模覆盖问题提供了双准则近似解。实验结果表明,我们的算法提供了具有高目标函数值的解,并且在查询数和运行时间方面都优于当前的算法。
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Streaming Algorithm for Submodular Cover Problem Under Noise
Submodular Cover problem has attracted the attention of researchers because of its wide variety of applications in economics, machine learning, digital marketing, and computer science. Previous studies on this problem have focused on solving it under the assumption in a non-noise environment, or using the greedy algorithm to solve under noise. However, in some applications, the data is often large scale and brings the noisy version, so the effectiveness of existing solutions is low or not applicable in large and noisy data. Motivated by this phenomenon, we study the Submodular Cover under Noise (SCN) problem and propose a single pass streaming algorithm, which provides a bicriteria approximation solution for SCN. The experiment results indicate that our algorithm provides solutions with the high value of objective functions and outperforms the-state-of-art algorithm in terms of both number of queries and running time.
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