分位数回归
区间数据
计量经济学
回归
横截面线性回归法
区间(图论)
分位数
统计
预测区间
计算机科学
人工智能
数学
多项式回归
数据包络分析
组合数学
作者
Huiyuan Wang,Ruiyuan Cao
摘要
ABSTRACT Interval‐valued data are a special symbolic data, which contains rich information. The prediction of interval‐valued data is a challenging task. In terms of predicting interval‐valued data, machine learning algorithms typically consider mean regression, which is sensitive to outliers and may lead to unreliable results. As an important complement to mean regression, in this paper, a quantile regression artificial neural network based on a center and radius method (QRANN‐CR) is proposed to address this problem. Numerical studies have been conducted to evaluate the proposed method, comparing with several traditional models, including the interval‐valued quantile regression, the center method, the MinMax method, and the bivariate center and radius method. The simulation results demonstrate that the proposed QRANN‐CR model is an effective tool for predicting interval‐valued data with higher accuracy and is more robust than the other methods. A real data analysis is provided to illustrate the application of QRANN‐CR.
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