New Soft Sensor Method Based on SVM

Haoran Zhang, Xiaodong Wang, Changjiang Zhang, G. Lv
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引用次数: 2

Abstract

This paper proposes a soft sensor technique based on support vector machine(SVM) technique, firstly gives an introduction to LSSVM, then designs a training algorithm for LSSVM, finally uses it to identify Absorption Stabilization System (ASS) process variable. Case studies are performed and indicate that the proposed method provides satisfactory performance with excellent approximation and generalization property, soft sensor technique based on LSSVM achieves superior performance to the conventional method based on neural networks. approaches. The formulation of the SVM embodies the Structural Risk Minimization (SRM) principle, which has been shown to be superior to the traditional Empirical Risk Minimization (ERM) principle, employed in conventional neural networks. It is this difference that equips SVM with a greater ability to generalize, hence a better generalization ability is guaranteed. As an interesting variant of the standard support vector machines, least squares support vector machines (LSSVM) have been proposed by Suykens and Vandewalle(5,6) for solving pattern recognition and nonlinear function estimation problems. Standard SVM formulation is modified in the sense of ridge regression and taking equality instead of inequality constraints in the problem formulation. As a result one solves a linear system instead of a QP problem, so LSSVM is easy to training. This paper discusses the basic principle of the LSSVM at first, and then uses it as a soft sensor tool to identify Absorption Stabilization System (ASS) process variable. The method can achieve higher identification precision at reasonably small size of training sample set and can overcome disadvantages of the artificial neural networks (ANNs). The experiments of the identification have been presented and discussed. The results indicate that the SVM method exhibits good generalization performance.
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基于支持向量机的软测量新方法
本文提出了一种基于支持向量机(SVM)技术的软测量技术,首先对LSSVM进行了介绍,然后设计了LSSVM的训练算法,最后将其用于吸收稳定系统(ASS)过程变量的辨识。实例研究表明,该方法具有良好的逼近性和泛化性,取得了较好的效果,基于LSSVM的软测量技术优于基于神经网络的传统方法。方法。支持向量机的公式体现了结构风险最小化(SRM)原则,该原则已被证明优于传统神经网络中使用的传统经验风险最小化(ERM)原则。正是这种差异使SVM具有了更强的泛化能力,从而保证了更好的泛化能力。Suykens和Vandewalle(5,6)提出了最小二乘支持向量机(LSSVM)作为标准支持向量机的一个有趣的变体,用于解决模式识别和非线性函数估计问题。在脊回归意义上对标准支持向量机公式进行了修改,并在问题公式中采用相等约束而不是不等式约束。这样就解决了一个线性系统而不是QP问题,所以LSSVM很容易训练。本文首先讨论了LSSVM的基本原理,然后将其作为软测量工具来识别吸收稳定系统(ASS)过程变量。该方法可以在较小的训练样本集上获得较高的识别精度,克服了人工神经网络的缺点。并对鉴定的实验进行了介绍和讨论。结果表明,支持向量机方法具有良好的泛化性能。
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