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篇名
Credit Index Weight Model and Application of Multiclassification Support Vector Machine Based on Particle Swarm Optimization
並列篇名
Credit Index Weight Model and Application of Multiclassification Support Vector Machine Based on Particle Swarm Optimization
作者 Zhan-Jiang Li (Zhan-Jiang Li)Qin-Jin Zhang (Qin-Jin Zhang)Tong-Tong Wang (Tong-Tong Wang)
英文摘要
In the current credit evaluation environment with small default samples and unbalanced default status, it is a meaningful research work to explore the weight system of credit indicators with high discriminative power and high precision, which is relatively lacking in the existing researches. First by loss function to enterprise’s credit status is divided into high and low default default and no default three categories, and then support vector machine was optimized by using particle swarm optimization (pso) algorithm of punish coefficient and the kernel function parameter, building has three classification discriminant ability of support vector machine (SVM) discriminant model, finally through the credit identification ability to calculate each index index weights. The characteristic of this paper is that by combining the loss function with the support vector machine of particle swarm optimization, a new idea of credit index weight of multi-class support vector machine under particle swarm optimization is proposed, and a credit index weight system that can reflect the credit status of three types of enterprises is able to be constructed. Compared with the classical entropy weight method and logistic regression weight calculation method, the three-classification SVM weight calculation model studied in this paper has higher credit discrimination ability.
起訖頁 159-167
關鍵詞 credit evaluationweights of indicatorsthe default statetriple classification support vector machineparticle swarm optimization
刊名 電腦學刊  
期數 202112 (32:6期)
該期刊-上一篇 Design and Construction of High Performance Compressed Sensing Measurement Matrix
該期刊-下一篇 Data Analysis Method of Talent Cultivation Based on Relational Graph
 

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