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融入深度学习的偏最小二乘优化方法
引用本文:朱志鹏,杜建强,余日跃,聂斌,喻芳. 融入深度学习的偏最小二乘优化方法[J]. 计算机应用研究, 2017, 34(1)
作者姓名:朱志鹏  杜建强  余日跃  聂斌  喻芳
作者单位:江西中医药大学 计算机学院,江西中医药大学 计算机学院,江西中医药大学 药学院,江西中医药大学 计算机学院,江西中医药大学 计算机学院
基金项目:国家自然科学(61363042)江西省自然科学基金重大项目(20152ACB20007)江西省高校科技落地计划(LD12038)国家自然科学基金资助项目(61562045)
摘    要:偏最小二乘在多元变量分析中得到了广泛的应用。但偏最小二乘方法内部采用主成分分析,不能充分表达数据的非线性特征,对非线性数据的预测精度较低。提出了一种融入深度学习的偏最小二乘优化方法,该方法利用深度学习的稀疏自编码器对特征空间提取非线性结构,将提取的特征成分取代偏最小二乘中的成分,从而形成能适应非线性的模型。分别采用大承气汤、麻杏石甘汤、葛根芩连汤和UCI数据集的数据进行分析处理,实验结果表明,融入深度学习的偏最小二乘优化方法能较好反映中医药数据的特征。

关 键 词:深度学习  偏最小二乘  非线性  中医药信息
收稿时间:2015-11-02
修稿时间:2016-11-26

An optimization method of integrate Deep Learning into PLS
ZHU Zhi-peng,DU Jian-qiang,YU Ri-yue,NIE Bin and YU Fang. An optimization method of integrate Deep Learning into PLS[J]. Application Research of Computers, 2017, 34(1)
Authors:ZHU Zhi-peng  DU Jian-qiang  YU Ri-yue  NIE Bin  YU Fang
Affiliation:School of Computer Science,Jiangxi University of Traditional Chinese Medicine,,School of pharmacy,Jiangxi University of Traditional Chinese Medicine,School of Computer Science,Jiangxi University of Traditional Chinese Medicine,School of Computer Science,Jiangxi University of Traditional Chinese Medicine
Abstract:Partial Least Squares has been widely used in the multiple variable analysis. However, Partial Least Squares method using Principal Component Analysis , cannot express the nonlinear characteristic, and accuracy is low in the nonlinear data , Based on this, an analysis and predicting method of Deep Learning combining with PLS is proposed. The method can extract nonlinear structure of feature space by Sparse Autoencoder of Deep Learning and replace the components in PLS with the extracted components, forming a model which can adapt to nonlinear dose-effect relationship. Analyzing and processing the data of Large Chengqi Decoction, Ma Xing Shi Gan Tang, Puerariae and Scutellariae and Coptidis Decoction, UCI data set. The experimental results show that, the Deep Learning and PLS method can well reflect the characteristics of TCM data.
Keywords:Deep Learning   PLS   Nonlinear   TCM Information
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