非负矩阵分解:综述

None Abdul bin Ismail
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引用次数: 0

摘要

非负矩阵分解(NMF)的最新发展集中在解决几个挑战和提高其适用性。新的算法变体,如鲁棒NMF、深度NMF和图正则化NMF,已经出现,以提高NMF在各个领域的性能。这些开发旨在增强基于nmf的解决方案的可解释性、可伸缩性和健壮性。NMF目前广泛应用于音频源分离、文本挖掘、推荐系统和图像处理等领域。然而,NMF仍然面临挑战,包括对初始化的敏感性、适当秩的确定和计算复杂性。在一些应用程序中,音频和数据稀疏的重叠源仍然是具有挑战性的问题。此外,确保噪声环境下NMF结果的一致性和稳定性是一个正在进行的研究课题。对更高效和可扩展的NMF算法的追求仍在继续,特别是在处理大型数据集方面。虽然NMF近年来取得了重大进展,但解决这些挑战对于释放其在各种数据分析和源分离任务中的全部潜力至关重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Nonnegative Matrix Factorization: A Review
Recent developments in Non-negative Matrix Factorization (NMF) have focused on addressing several challenges and advancing its applicability. New algorithmic variations, such as robust NMF, deep NMF, and graph-regularized NMF, have emerged to improve NMF's performance in various domains. These developments aim to enhance the interpretability, scalability, and robustness of NMF-based solutions. NMF is now widely used in audio source separation, text mining, recommendation systems, and image processing. However, NMF still faces challenges, including sensitivity to initialization, the determination of the appropriate rank, and computational complexity. Overlapping sources in audio and data sparsity in some applications remain challenging issues. Additionally, ensuring the consistency and stability of NMF results in noisy environments is a subject of ongoing research. The quest for more efficient and scalable NMF algorithms continues, especially for handling large datasets. While NMF has made significant strides in recent years, addressing these challenges is crucial for unlocking its full potential in diverse data analysis and source separation tasks.
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