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一种用于青光眼黄斑结构-功能相关性的联合贝叶斯纵向模型。

A Joint Bayesian Longitudinal Model for Macular Structure-Function Correlations in Glaucoma.

作者信息

Su Erica, Lee Kwanghyun, Liu Abraham, Mohammadzadeh Vahid, Besharati Sajad, Caprioli Joseph, Weiss Robert E, Nouri-Mahdavi Kouros

机构信息

Glaucoma Division, Stein Eye Institute, David Geffen School of Medicine, University of California Los Angeles, Los Angeles, California.

Department of Ophthalmology, National Health Insurance Service Ilsan Hospital, Goyang, South Korea.

出版信息

Ophthalmol Sci. 2025 Jul 26;5(6):100897. doi: 10.1016/j.xops.2025.100897. eCollection 2025 Nov-Dec.

Abstract

PURPOSE

To investigate global longitudinal structure-function (SF) relationships between macular ganglion cell complex (GCC) thickness and central visual field (VF) mean deviation (MD) rates of change using a Bayesian joint bivariate longitudinal model.

DESIGN

Prospective cohort study.

PARTICIPANTS

One hundred seventeen eyes from 117 patients with glaucoma with central damage or moderate to advanced glaucoma were included. Eligible patients had at least 4 visits over a follow-up period of 2 years or longer.

METHODS

Longitudinal GCC thickness was assessed using optical coherence tomography, and central VF MD was measured with 10-2 standard automated perimetry. A Bayesian joint bivariate longitudinal model was used to estimate random intercepts, slopes, and residual standard deviations (SDs) for structural and functional measures and their correlations. A simulation study compared the Bayesian model (BM)'s performance against simple linear regression (SLR) in estimating these correlations.

MAIN OUTCOME MEASURES

Correlations between GCC and MD intercepts, slopes, and residual errors.

RESULTS

The mean baseline MD was -8.3 (SD: 5.2) decibels, with an average follow-up period of 5.0 (SD: 0.9) years. The mean correlation was 0.47 (95% credible interval: 0.32 to 0.61) for GCC-MD intercepts (baseline values), 0.29 (95% credible interval: 0.04 to 0.52) for GCC-MD slopes (rates of change), 0.20 (95% credible interval: -0.06 to 0.44) for GCC-MD log residual SDs, and 0.060 (95% credible interval: -0.013, 0.132) for the observation-level GCC-MD residual correlation. The BM consistently demonstrated a smaller root mean squared error than SLR in estimating GCC-MD slope correlations in all simulated scenarios where GCC-MD residual correlation differed from GCC-MD slope correlation.

CONCLUSIONS

The Bayesian joint model improved accuracy and reduced uncertainty in estimating SF relationships compared to SLR. Correlations between global SF rates of change were significantly positive, although weaker than random intercept correlations. This model represents a key step towards developing local longitudinal SF models to enhance glaucoma progression monitoring.

FINANCIAL DISCLOSURES

Proprietary or commercial disclosure may be found in the Footnotes and Disclosures at the end of this article.

摘要

目的

使用贝叶斯联合双变量纵向模型研究黄斑神经节细胞复合体(GCC)厚度与中心视野(VF)平均偏差(MD)变化率之间的整体纵向结构-功能(SF)关系。

设计

前瞻性队列研究。

参与者

纳入117例患有青光眼伴中心损害或中度至重度青光眼患者的117只眼睛。符合条件的患者在2年或更长时间的随访期内至少进行4次就诊。

方法

使用光学相干断层扫描评估纵向GCC厚度,并用10-2标准自动视野计测量中心VF MD。使用贝叶斯联合双变量纵向模型估计结构和功能测量的随机截距、斜率和残差标准差(SD)及其相关性。一项模拟研究将贝叶斯模型(BM)在估计这些相关性方面的性能与简单线性回归(SLR)进行了比较。

主要观察指标

GCC与MD截距、斜率和残差之间的相关性。

结果

平均基线MD为-8.3(标准差:5.2)分贝,平均随访期为5.0(标准差:0.9)年。GCC-MD截距(基线值)的平均相关性为0.47(95%可信区间:0.32至0.61),GCC-MD斜率(变化率)的平均相关性为0.29(95%可信区间:0.04至0.52),GCC-MD对数残差SD的平均相关性为0.20(95%可信区间:-0.06至0.44),观察水平的GCC-MD残差相关性为0.060(95%可信区间:-0.013,0.132)。在所有GCC-MD残差相关性与GCC-MD斜率相关性不同的模拟场景中,BM在估计GCC-MD斜率相关性时始终显示出比SLR更小的均方根误差。

结论

与SLR相比,贝叶斯联合模型在估计SF关系时提高了准确性并降低了不确定性。整体SF变化率之间的相关性显著为正,尽管比随机截距相关性弱。该模型是朝着开发局部纵向SF模型以加强青光眼进展监测迈出的关键一步。

财务披露

可能在本文末尾的脚注和披露中找到专有或商业披露信息。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6aa2/12410540/a6a42ed83abd/gr1.jpg

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