用时间参数建模解决阿尔茨海默病影像预测中不规则时间间隔难题
Long-Term Alzheimers Disease Prediction: A Novel Image Generation Method Using Temporal Parameter Estimation with Normal Inverse Gamma Distribution on Uneven Time Series
- 引入正态逆伽马分布的时间参数,捕捉脑影像随时间变化的特征
- 在不规则时间序列上实现短期与长期预测的先进性能
- 通过不确定性估计降低模型因数据稀疏导致的误差
影像生成可为阿尔茨海默病(AD)预测提供影像诊断依据。现有研究发现,基于影像生成的长期预测在处理序列数据不规则时间间隔时,难以保持疾病相关特征。针对此问题,本文提出一种基于正态逆伽马分布(T-NIG)的时间参数估计方法,用于长期影像生成。T-NIG模型利用两个不同时间点的脑影像生成中间图像,预测未来图像并进行疾病进展判断。该模型通过坐标邻域特征识别,并将时间参数嵌入正态逆伽马分布,以理解时间间隔不均的脑影像序列中的特征演化规律。此外,T-NIG引入不确定性估计机制,有效缓解因时间数据不足引发的认知不确定性和随机不确定性。实验结果表明,T-NIG在不规则时间分布的数据集上,于短周期和长周期预测任务中均达到当前最优表现,能准确预测疾病进展并保持疾病相关特征。
原文摘要 · Abstract (English)
Image generation can provide physicians with an imaging diagnosis basis in the prediction of Alzheimer's Disease (AD). Recent research has shown that long-term AD predictions by image generation often face difficulties maintaining disease-related characteristics when dealing with irregular time intervals in sequential data. Considering that the time-related aspects of the distribution can reflect changes in disease-related characteristics when images are distributed unevenly, this research proposes a model to estimate the temporal parameter within the Normal Inverse Gamma Distribution (T-NIG) to assist in generating images over the long term. The T-NIG model employs brain images from two different time points to create intermediate brain images, forecast future images, and predict the disease. T-NIG is designed by identifying features using coordinate neighborhoods. It incorporates a time parameter into the normal inverse gamma distribution to understand how features change in brain imaging sequences that have varying time intervals. Additionally, T-NIG utilizes uncertainty estimation to reduce both epistemic and aleatoric uncertainties in the model, which arise from insufficient temporal data. In particular, the T-NIG model demonstrates state-of-the-art performance in both short-term and long-term prediction tasks within the dataset. Experimental results indicate that T-NIG is proficient in forecasting disease progression while maintaining disease-related characteristics, even when faced with an irregular temporal data distribution.
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