TreeEM:结合特征选择的树增强集成模型用于癌症亚型分类和生存预测

IF 1.4 Q2 MATHEMATICS, APPLIED
Guoqiang Zhao, Dongxi Li
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引用次数: 0

摘要

由于基因样本的有限可用性和癌症基因表达数据的复杂性,癌症亚型分析面临挑战。正负类比失衡和高维冗余信息会降低预测性能。为了提高预测能力和降低计算成本,本文提出了一种带有特征选择模型TreeEM(Tree-enhanced Ensemble model and feature selection)的集成极端随机森林模型。该模型将最大相关和最小冗余(MRMR)特征选择方法与改进的融合欠采样随机森林和极端树森林相结合。TreeEM模型在三个癌症数据集上取得了优异的表现,特别是在多组学数据集BRCA(Breast cancer)和ARCENE数据集上,预测准确率平均分别提高了7.90%和1.90%。该模型还使用已知生存时间的TCGA数据进行生存分析和预测,证明了TreeEM模型的可靠性。这项工作有助于癌症研究的计算工具的进步,促进精准医学方法和改进决策。上述结果为癌症亚型分类提供了新的思路,但现有方法在数据不平衡、高维特征处理等方面仍存在局限性。在接下来的部分中,系统地描述了当前研究的不足和本文的创新解决方案。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
TreeEM: Tree-enhanced ensemble model combining with feature selection for cancer subtype classification and survival prediction
Cancer subtype analysis faces challenges due to limited availability of gene samples and the complexity of cancer gene expression data. The imbalance of Positive and negative category ratio and high-dimensional redundant information degrade prediction performance. This paper proposes an integrated extreme random forest with feature selection model TreeEM(Tree-enhanced Ensemble Model combining with feature selection) to enhance prediction ability and reduce computational costs. The TreeEM model combines the Max-Relevance and Min-Redundancy(MRMR) feature selection method with improved fusion undersampling random forest and extreme tree forest. The TreeEM model achieves excellent performance on three cancer datasets, especially on the multi-omics datasets BRCA(Breast Cancer) and ARCENE datasets, with average improvements of 7.90% and 1.90% in prediction accuracy, respectively. This model also uses TCGA data with known survival time for survival analysis and prediction, demonstrating the reliability of the TreeEM model. This work contributes to advancements in computational tools for cancer research, facilitating precision medicine approaches and improving decision-making. The above results provide new ideas for cancer subtype classification, but the existing methods still have limitations in data imbalance and high-dimensional feature processing. In the following section, the shortcomings of the current research and the innovative solutions of this paper are systematically described.
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来源期刊
Results in Applied Mathematics
Results in Applied Mathematics Mathematics-Applied Mathematics
CiteScore
3.20
自引率
10.00%
发文量
50
审稿时长
23 days
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