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Prediction of dose escalation for rheumatoid arthritis patients under infliximab treatment

机译:英夫利昔单抗治疗下类风湿关节炎患者剂量递增的预测

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摘要

Rheumatoid arthritis (RA) is a chronic inflammatory joint disease that leads to irreversible joint destruction. To prevent this, new biological therapies, such as infliximab, have been successfully developed. The present analysis is based on an expanded access program in which 511 RA patients with chronic refractory disease were treated with infliximab. They received a standard dose of 3 mg/kg on weeks 0, 2, 6, 14 and every 8 weeks thereafter. On week 22, the treating rheumatologist evaluated the situation of every patient and decided whether the current dose should be increased or not. This decision can be considered as a measure of insufficient response. In the present analysis, 3 machine-learning classification techniques—the self-organizing map (SOM), multilayered perceptron (MLP) and support vector machine (SVM)—are implemented to model the decision to give a dose increase. Their performance on increasingly multivariate real-life data will be studied and compared to classical statistics—linear discriminant analysis (LDA) and logistic regression (LR). Results show that the SOM is an excellent tool for data visualization but not for classification. All the remaining methods show good classification performance, if configured well. However, as the number of features increases, the performance decreases. The SVM suffers to a lesser degree from this curse of dimensionality. Expectation maximization (EM) comes out as a good method to cope with missing values in such real-life data.
机译:类风湿关节炎(RA)是一种慢性炎症性关节疾病,可导致不可逆的关节破坏。为了防止这种情况,已经成功开发了新的生物疗法,例如英夫利昔单抗。本分析基于扩展的访问计划,其中英夫利昔单抗治疗了511例RA慢性顽固性疾病的RA患者。他们在第0、2、6、14周及其后每8周接受3 mg / kg的标准剂量。在第22周,主治风湿病医师评估了每位患者的情况,并决定是否应增加当前剂量。该决定可以被认为是响应不足的一种度量。在目前的分析中,实施了3种机器学习分类技术-自组织图(SOM),多层感知器(MLP)和支持向量机(SVM)-为增加剂量的决策建模。将研究它们在越来越多的现实生活数据中的性能,并将其与经典统计数据(线性判别分析(LDA)和逻辑回归(LR))进行比较。结果表明,SOM是用于数据可视化而非分类的出色工具。如果配置正确,所有其他方法都将显示出良好的分类性能。但是,随着功能部件数量的增加,性能会下降。 SVM受此维度诅咒的影响较小。期望最大化(EM)是解决此类现实数据中缺失值的一种好方法。

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