A sparse extreme learning machine framework by continuous optimization algorithms and its application in pattern recognition

Extreme learning machine (ELM) has demonstrated great potential in machine learning owing to its simplicity, rapidity and good generalization performance. In this investigation, based on least-squares estimate (LSE) and least absolute deviation (LAD), we propose four sparse ELM formulations with zer...

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Veröffentlicht in:	Engineering applications of artificial intelligence Jg. 53; S. 176 - 189
Hauptverfasser:	Yang, Liming, Zhang, Siyun
Format:	Journal Article
Sprache:	Englisch
Veröffentlicht:	Elsevier Ltd 01.08.2016
Schlagworte:	Algorithms Approximation DC programming Deviation Estimates Exact penalty technique Extreme learning machine Hardness of licorice seeds Least absolute deviation Neural networks Optimization Support vector machines Zero-norm DC programming Zero-norm Extreme learning machine Hardness of licorice seeds Exact penalty technique Least absolute deviation
ISSN:	0952-1976, 1873-6769
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Abstract	Extreme learning machine (ELM) has demonstrated great potential in machine learning owing to its simplicity, rapidity and good generalization performance. In this investigation, based on least-squares estimate (LSE) and least absolute deviation (LAD), we propose four sparse ELM formulations with zero-norm regularization to automatically choose the optimal hidden nodes. Furthermore, we develop two continuous optimization methods to solve the proposed problems respectively. The first is DC (difference of convex functions) approximation approach that approximates the zero-norm by a DC function, and the resulting optimizations are posed as DC programs. The second is an exact penalty technique for zero-norm, and the resulting problems are reformulated as DC programs, and the corresponding DCAs converge finitely. Moreover, the proposed framework is applied directly to recognize the hardness of licorice seeds using near-infrared spectral data. Experiments in different spectral regions illustrate that the proposed approaches can reduce the number of hidden nodes (or output features), while either improve or show no significant difference in generalization compared with the traditional ELM methods and support vector machine (SVM). Experiments on several benchmark data sets demonstrate that the proposed framework is competitive with the traditional approaches in generalization, but selects fewer output features. •A sparse ELM framework is proposed based on with zero-norm regularization.•Four sparse ELM formulations with zero-norm are built based on LSE and LAD.•We develop two continuous approaches to solve the problems.•The first is DC (difference of convex functions) approximation approach.•The second is an exact penalty technique for zero-norm.•All the resulting problems are posed as DC programming.
AbstractList	Extreme learning machine (ELM) has demonstrated great potential in machine learning owing to its simplicity, rapidity and good generalization performance. In this investigation, based on least-squares estimate (LSE) and least absolute deviation (LAD), we propose four sparse ELM formulations with zero-norm regularization to automatically choose the optimal hidden nodes. Furthermore, we develop two continuous optimization methods to solve the proposed problems respectively. The first is DC (difference of convex functions) approximation approach that approximates the zero-norm by a DC function, and the resulting optimizations are posed as DC programs. The second is an exact penalty technique for zero-norm, and the resulting problems are reformulated as DC programs, and the corresponding DCAs converge finitely. Moreover, the proposed framework is applied directly to recognize the hardness of licorice seeds using near-infrared spectral data. Experiments in different spectral regions illustrate that the proposed approaches can reduce the number of hidden nodes (or output features), while either improve or show no significant difference in generalization compared with the traditional ELM methods and support vector machine (SVM). Experiments on several benchmark data sets demonstrate that the proposed framework is competitive with the traditional approaches in generalization, but selects fewer output features. •A sparse ELM framework is proposed based on with zero-norm regularization.•Four sparse ELM formulations with zero-norm are built based on LSE and LAD.•We develop two continuous approaches to solve the problems.•The first is DC (difference of convex functions) approximation approach.•The second is an exact penalty technique for zero-norm.•All the resulting problems are posed as DC programming. Extreme learning machine (ELM) has demonstrated great potential in machine learning owing to its simplicity, rapidity and good generalization performance. In this investigation, based on least-squares estimate (LSE) and least absolute deviation (LAD), we propose four sparse ELM formulations with zero-norm regularization to automatically choose the optimal hidden nodes. Furthermore, we develop two continuous optimization methods to solve the proposed problems respectively. The first is DC (difference of convex functions) approximation approach that approximates the zero-norm by a DC function, and the resulting optimizations are posed as DC programs. The second is an exact penalty technique for zero-norm, and the resulting problems are reformulated as DC programs, and the corresponding DCAs converge finitely. Moreover, the proposed framework is applied directly to recognize the hardness of licorice seeds using near-infrared spectral data. Experiments in different spectral regions illustrate that the proposed approaches can reduce the number of hidden nodes (or output features), while either improve or show no significant difference in generalization compared with the traditional ELM methods and support vector machine (SVM). Experiments on several benchmark data sets demonstrate that the proposed framework is competitive with the traditional approaches in generalization, but selects fewer output features.
Author	Yang, Liming Zhang, Siyun
Author_xml	– sequence: 1 givenname: Liming surname: Yang fullname: Yang, Liming email: cauyanglm@163.com – sequence: 2 givenname: Siyun surname: Zhang fullname: Zhang, Siyun email: 944890706@qq.com
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Keywords	DC programming Zero-norm Extreme learning machine Hardness of licorice seeds Exact penalty technique Least absolute deviation
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Snippet	Extreme learning machine (ELM) has demonstrated great potential in machine learning owing to its simplicity, rapidity and good generalization performance. In...
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SubjectTerms	Algorithms Approximation DC programming Deviation Estimates Exact penalty technique Extreme learning machine Hardness of licorice seeds Least absolute deviation Neural networks Optimization Support vector machines Zero-norm
Title	A sparse extreme learning machine framework by continuous optimization algorithms and its application in pattern recognition
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