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抑郁症患者重复经颅磁刺激治疗中汉密尔顿抑郁量表(HRSD)与蒙哥马利-艾森伯格抑郁量表(MADRS)结果的对比

Crosswalk between HRSD and MADRS outcomes for rTMS in patients with depression.

作者信息

Chen Xiao, Blumberger Daniel M, Yan Chao-Gan, Downar Jonathan, Vila-Rodriguez Fidel, Daskalakis Zafiris J, Kaster Tyler S

机构信息

State Key Laboratory of Cognitive Science and Mental Health, Institute of Psychology, Chinese Academy of Sciences, Beijing, China.

Temerty Centre for Therapeutic Brain Intervention, Campbell Family Research Institute, Centre for Addiction and Mental Health, Toronto, Ontario, Canada.

出版信息

BMJ Ment Health. 2025 Mar 28;28(1):e301451. doi: 10.1136/bmjment-2024-301451.

Abstract

BACKGROUND

The Hamilton Rating Scale for Depression (HRSD) and the Montgomery-Åsberg Depression Rating Scale (MADRS) are the two most common clinician-rated scales to quantify depression symptom change in repetitive transcranial magnetic stimulation (rTMS) trials. However, it is unclear how the values of one scale translate to the other. Being able to translate scores between these scales could allow for aggregating rTMS clinical trial data.

METHODS

Clinical data from two randomised rTMS clinical trials (FOURD and CARTBIND, total N=380) were pooled. We used five crosswalk models: (1) a pharmacotherapy equipercentile model, (2) an rTMS equipercentile model, (3) a linear regression model, (4) a random forest (RF) regression model and (5) a support vector regression (SVR) model. Model performance was benchmarked using the root mean square error (RMSE).

RESULTS

The linear regression model demonstrated the best performance (RMSE: 2.66-4.82), though the SVR model's performance was slightly worse but comparable (RMSE: 2.69-5.32). The RF regression model generally performed worst (RMSE: 2.70-5.20). The rTMS equipercentile model's performance was intermediate (RMSE: 2.69-5.32) in the primary analysis but achieved superior performance and demonstrated less bias in the additional analysis.

INTERPRETATION

MADRS and HRSD scores from rTMS trials can be accurately converted between each other. The optimal model was the newly developed equipercentile model, though the results of the SVR model were promising. Nevertheless, independent external replication is required to demonstrate the external validity of these findings.

TRIAL REGISTRATION NUMBER

FOURD: NCT02998580; CARTBIND: NCT02729792.

摘要

背景

汉密尔顿抑郁量表(HRSD)和蒙哥马利-阿斯伯格抑郁量表(MADRS)是重复性经颅磁刺激(rTMS)试验中最常用的两种由临床医生评定的量表,用于量化抑郁症状的变化。然而,尚不清楚一个量表的值如何转换为另一个量表的值。能够在这些量表之间转换分数可以汇总rTMS临床试验数据。

方法

汇总了两项随机rTMS临床试验(FOURD和CARTBIND,共N = 380)的临床数据。我们使用了五种交叉模型:(1)药物治疗等百分位模型,(2)rTMS等百分位模型,(3)线性回归模型,(4)随机森林(RF)回归模型和(5)支持向量回归(SVR)模型。使用均方根误差(RMSE)对模型性能进行基准测试。

结果

线性回归模型表现最佳(RMSE:2.66 - 4.82),尽管SVR模型的性能稍差但相当(RMSE:2.69 - 5.32)。RF回归模型总体表现最差(RMSE:2.70 - 5.20)。rTMS等百分位模型在初步分析中的性能中等(RMSE:2.69 - 5.32),但在额外分析中表现更优且偏差更小。

解读

rTMS试验中的MADRS和HRSD分数可以相互准确转换。最佳模型是新开发的等百分位模型,不过SVR模型的结果也很有前景。尽管如此,需要独立的外部重复验证来证明这些发现的外部有效性。

试验注册号

FOURD:NCT02998580;CARTBIND:NCT02729792。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/2f6f/11956309/c6f1eee97c06/bmjment-28-1-g001.jpg

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