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A Survey of CUDA-based Multidimensional Scaling on GPU Architecture

机译:基于CUDa的GpU体系结构多维尺度调查

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摘要

The need to analyze large amounts of multivariate data raises the fundamental problem of dimensionality reduction which is defined as a process of mapping data from high-dimensional space into low-dimensional. One of the most popular methods for handling this problem is multidimensional scaling. Due to the technological advances, the dimensionality of the input data as well as the amount of processed data is increasing steadily but the requirement of processing these data within a reasonable time frame still remains an open problem. Recent development in graphics hardware allows to perform generic parallel computations on powerful hardware and provides an opportunity to solve many time-constrained problems in both graphical and non-graphical domain. The purpose of this survey is to describe and analyze recent implementations of multidimensional scaling algorithms on graphics processing units and present the applicability of these algorithms on such architectures based on the experimental results which show a decrease of execution time for multi-level approaches.
机译:分析大量多元数据的需求提出了降维的根本问题,降维被定义为将数据从高维空间映射到低维的过程。处理此问题最流行的方法之一是多维缩放。由于技术的进步,输入数据的维数和处理的数据量稳步增加,但是在合理的时间范围内处理这些数据的要求仍然是一个悬而未决的问题。图形硬件的最新发展允许在功能强大的硬件上执行通用并行计算,并提供了解决图形和非图形领域中许多时间受限问题的机会。这项调查的目的是描述和分析图形处理单元上多维缩放算法的最新实现,并基于实验结果展示这些算法在此类体系结构上的适用性,这些结果表明减少了多层方法的执行时间。

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