研究生: |
李健鴻 Li, Chien-Hung |
---|---|
論文名稱: |
重症加護病房院內死亡和院內心臟驟停的多模態預測 Multi-modal Prediction of In-Hospital Mortality and In-Hospital Cardiac Arrest in the Intensive Care Unit |
指導教授: |
郭柏志
Kuo, Po-Chih |
口試委員: |
周佳靚
Chou, Chia-Ching 王嘉儁 Wang, Chia-Chun |
學位類別: |
碩士 Master |
系所名稱: |
電機資訊學院 - 資訊工程學系 Computer Science |
論文出版年: | 2022 |
畢業學年度: | 111 |
語文別: | 英文 |
論文頁數: | 75 |
中文關鍵詞: | 機器學習 、多模態預測 、心臟驟停 |
外文關鍵詞: | Machine learning, Multi-modal prediction, Cardiac arrest |
相關次數: | 點閱:2 下載:0 |
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近年來電子健康紀錄資料庫發展迅速,使其規模愈來愈大且完善。隨之
而來的是許多研究開始利用電子健康紀錄來輔助臨床決策。機器學習已經
廣為運用在分析電子健康記錄,許多應用被提出來幫助臨床醫生準確識別
患者,以改善他們的整體診斷、預後和治療決策。其中在加護病房中識別
出即將心臟驟停或死亡的病人具有重要臨床意義,目前大部分預測心臟驟
停或死亡的研究採用單一資料類型與單一機器學習模型。然而,我們認為
不同種類的患者資料都包含有助於預測的重要信息,而多模態學習架構的使
用能以互補的方式使用數據來學習複雜的任務。因此,我們提出多種組合多
種數據流的多模態機器學習包括資料層級融合、特徵層級融合和決策層級融
合來預測加護病房內病人的院內死亡以及院內心臟驟停。在研究的過程中,
我們使用與時間無關的(靜態) 數據(例如年齡、性別、種族)、時間相關的(動
態) 數據(例如心律、呼吸速率和血氧濃度) 以及成像數據(胸部X光圖像)。我
們使用logistic regression (LR)、random forest (RF)、eXtreme Gradient Boosting
tree (XgBoost)、support vector machine (SVM) 和K-nearest neighbor (KNN) 來
處理靜態數據、使用long short-term memory (LSTM) 來處理動態數據以及使
用convolutional neural network (CNN) 來處理胸部X光圖像。在我們的研究中,
我們使用MIMIC-IV的公開資料對模型進行訓練以及內部驗證,之後進一步使
用公開的eICU資料來進行外部驗證。根據實驗結果,不同類型數據的預測組
合有助於最終的預測。對於一小時前院內死亡率的預測area under the receiver
operating characteristic (AUROC) 達到0.94、敏感度達到0.88,對於一小時前院
內心臟驟停的預測AUROC達到0.91、敏感度達到0.88。與僅使用靜態數據獲得
的結果相比,預測死亡率的AUROC提升了0.09、敏感度提升了0.12,預測心臟
驟停的AUROC提升了0.03、敏感度提升了0.09。因此,我們認為這種多模態架
構可以幫助臨床醫生更準確地識別高死亡率或即將心臟驟停的患者並降低醫療
保健成本。
In recent years, electronic health record (EHR) databases have grown rapidly and become more comprehensive. As a result, many studies have used EHRs to assist clinical decision-making. Machine learning (ML) has been widely used to analyze EHRs and various applications have been proposed to help clinicians accurately identify ill patients to improve their overall diagnosis, prognosis, and treatment decision. Identifying patients imminent for cardiac arrest (CA) or mortality in the intensive care unit (ICU) is clinically important. Most of the current studies predicting cardiac arrest or mortality used a single data type with a single machine learning model. However, we suggested that various data of patients contain important patient information, which can help with the prediction. Multimodal learning architectures can utilize various data in complementary ways to learn complex tasks. Therefore, we proposed several multi-modal ML architectures including data-level fusion, feature-level fusion and decision-level fusion that combines multiple data streams to predict in-hospital mortality and in-hospital CA in ICU patients. In this study, we used time independent (static) data (e.g., age, gender, and ethnicity), time dependent (dynamic) data (e.g., heart rate, respiratory rate, and peripheral oxygen saturation, and imaging data (chest X-ray (CXR) images). We used logistic regression (LR), random forest (RF), eXtreme Gradient Boosting tree (XgBoost), support vector machine (SVM), and K nearest neighbor (KNN) for static data, long short-term memory (LSTM) for dynamic data, and convolutional neural network (CNN) for imaging data. In our study, we used public data from the MIMIC-IV for model training and internal validation. We further used public data from the eICU for external validation. According to the experimental results, the combination of predictions from different types of data could improve the final prediction. For the prediction of in-hospital mortality before an hour, the area under the receiver operating characteristic (AUROC) reached 0.94 and the sensitivity reached 0.88. For the prediction of in-hospital CA before an hour, the AUROC reached 0.91 and the sensitivity reached 0.88. When compared with the results obtained by using only static data, the AUROC for predicting mortality increased by 0.09 and the sensitivity increased by 0.12 while the AUROC for predicting CA increased by 0.03 and the sensitivity increased by 0.09. Therefore, we conclude that the proposed multi-modal approach can assist clinicians to accurately identify patients with high probability of mortality or CA and reduce health care costs.
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