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Fast t-SNE algorithm with forest of balanced LSH trees and hybrid computation of repulsive forces

机译:快速T-SNE算法与平衡LSH树森林和排斥力的混合计算

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摘要

An acceleration of the well-known t-Stochastic Neighbor Embedding (t-SNE) (Hinton and Roweis, 2003; Maaten and Hinton, 2008) algorithm, probably the best (nonlinear) dimensionality reduction and visualization method, is proposed in this article.By using a specially-tuned forest of balanced trees constructed via locality sensitive hashing is improved significantly upon the results presented in Maaten (2014), achieving a complexity significantly closer to true O(n log n), and vastly improving behavior for huge numbers of instances and attributes. Such acceleration removes the necessity to use PCA to reduce dimensionality before the start of t-SNE.Additionally, a fast hybrid method for repulsive forces computation (a part of the t-SNE algorithm), which is currently the fastest method known, is proposed.A parallelized version of our algorithm, characterized by a very good speedup factor, is proposed. (C) 2020 Elsevier B.V. All rights reserved.
机译:在本文中提出了众所周知的T-STOPASE邻居(T-SNE)(T-SNE)(T-SNE)(T-SNE)(T-SNE)(T-SNE)(Hinton和Roweis,2008)算法,可能是最佳(非线性)维数减少和可视化方法。通过使用通过当地敏感散列构造的特殊调谐的平衡树森林,在迈亚滕(2014)中的结果上显着提高了显着更加接近真正O(n log n)的复杂性,并大大提高了大量的行为实例和属性。这种加速度消除了在T-SNE开始之前使用PCA以减少维度的必要性。提出了一种用于排斥力计算的快速混合方法(T-SNE算法的一部分),这是当前已知最快的方法。 。关于我们算法的并行化版本,以非常好的加速因子为特征。 (c)2020 Elsevier B.v.保留所有权利。

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