首页> 外文期刊>Knowledge-Based Systems >Corrigendum to 'Multi-kernel learnt partial linear regularization network and its application to predict the liquid steel temperature in ladle furnace' [Knowl.-Based Syst. 36 (2012) 280-287]
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Corrigendum to 'Multi-kernel learnt partial linear regularization network and its application to predict the liquid steel temperature in ladle furnace' [Knowl.-Based Syst. 36 (2012) 280-287]

机译:“基于多核的局部线性正则化网络及其在钢包炉中钢水温度预测中的应用”勘误表[基于Knowl。的系统36(2012)280-287]

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摘要

We published a hybrid model for forecasting the ladle furnace (LF) liquid steel temperature in Knowledge-Based Systems [1] as an extension of the predictor presented in Steel Research International [2]. The fundamental of LF thermal modeling and partial linear regularization network (PLRN) algorithm are the basis of the completed model development and therefore introduced in both [1,2] with minor amendment. As one of the factors affecting the temperature variation, temperature change ΔT_(Arc) caused by arc heating was initially described in a nonparametric way in [2], while in [1 ] it was parameterized by T-S fuzzy method with embedding its prior knowledge, thereby improving the prediction accuracy. Moreover, Section 3 in [1] proposed a novel partial linear fitting method, termed multi-kernel learnt partial linear regularization network (MKL-PLRN), to fit the hybrid model. This MKL-PLRN employed multi-kernel learning (MKL) method to optimize the kernel function of PLRN presented in [2].
机译:我们发布了一个基于知识的系统[1]来预测钢包炉(LF)钢水温度的混合模型,作为国际钢铁研究[2]中提出的预测器的扩展。 LF热建模和部分线性正则化网络(PLRN)算法的基础是完整模型开发的基础,因此在[1,2]中都进行了少量修改。作为影响温度变化的因素之一,在[2]中最初以非参数的方式描述了由电弧加热引起的温度变化ΔT_(Arc),而在[1]中则通过嵌入其先验知识的TS模糊方法对其进行了参数化,从而提高了预测精度。此外,[1]中的第3节提出了一种新颖的局部线性拟合方法,称为多核学习的局部线性正则化网络(MKL-PLRN),以拟合混合模型。该MKL-PLRN使用多核学习(MKL)方法来优化[2]中提出的PLRN的内核功能。

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  • 来源
    《Knowledge-Based Systems》 |2013年第5期|132-133|共2页
  • 作者单位

    Department of Control Theory and Control Engineering, Northeastern University, Shenyang, China;

    Department of Control Theory and Control Engineering, Northeastern University, Shenyang, China;

    Department of Control Theory and Control Engineering, Northeastern University, Shenyang, China;

    Department of Control Theory and Control Engineering, Northeastern University, Shenyang, China;

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