基于二维Spearman相关分析(2D-SCA)的数据驱动处理

Muhammad Saddam Khokhar, Keyang Cheng, Misbah Ayoub, Zakria, Nida E Rub
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引用次数: 1

摘要

本文介绍了一种二维Spearman相关分析算法;该算法通过对多元二维单调(线性或非线性)多媒体数据集的代数求解,扩展了经典Spearman相关分析。在某种程度上,具有不同维度等非线性挑战的两个不同图像通过对应技术处理,例如将图像重塑为一维或矢量。此外,它还可以减少降维,降低二次算法的复杂度。由于spearman相关分析的矩阵分割和并列排序能力。该算法在四个显著的数据集上实现。研究结果的论证有助于研究人员选择具有算法性能和传感器相关技术的手指图像印象数据集。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Data Driven Processing Via Two-Dimensional Spearman Correlation Analysis (2D-SCA)
This paper introduces an algorithm two-dimensional Spearman correlation analysis; the present algorithm is the extension of classical Spearman correlation analysis through algebraic solution for multivariate two-dimensional monotonic (linear or non-linear) multi-media datasets. In a way, two different images with nonlinearity challenges like different dimensions are processed with correspondence techniques such as reshaping images into 1D or vectors. Further, it can reduce dimension reduction along with quadratic algorithm complexity. Due to segmentation of matrices and tied rank ability of spearman correlation analysis. The implementation of proposed algorithm performs on four remarkable dataset. The results demonstration is helpful for researchers to choose finger image impression dataset with algorithm performance and sensors related techniques.
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