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Machine Learning Versus Logistic Regression Methods for 2-Year Mortality Prognostication in a Small, Heterogeneous
Sandip S Panesar1, Rhett N D'Souza2, Fang-Cheng Yeh2,3
1Department of Neurosurgery, Stanford University, Stanford, California, USA.
Machine learning (ML) models can predict 2-year mortality in glioma patients using small, high-dimensional datasets. Feature selection improved model performance, showing ML
Area of Science:
- Neuro-oncology
- Computational biology
- Biostatistics
Background:
- Machine learning (ML) traditionally requires large datasets but is increasingly applied to smaller, complex medical databases.
- Gliomas, a type of brain tumor, are graded using histopathology and now molecular characteristics.
- Accurate prognostication is crucial for patient management and treatment planning.
Purpose of the Study:
- To investigate the efficacy of ML techniques for predicting 2-year mortality in glioma patients.
- To assess ML performance on a small, high-dimensional dataset.
- To compare ML models with traditional logistic regression.
Main Methods:
- Applied artificial neural networks (ANNs), decision trees (DTs), and support vector machines (SVMs) to a glioma dataset of 76 patients.
- Compared model performance using raw data versus data with selected statistically significant features.
- Utilized logistic regression (LR) as a benchmark for comparison.
Main Results:
- ML models achieved reasonable predictive performance, with ANNs showing the highest accuracy (73.4%) after feature selection.
- Feature selection, reducing variables from 21 to 14, generally improved or maintained model performance across ML techniques.
- Performance metrics, including accuracy and area under the curve, were comparable across different ML algorithms and logistic regression.
Conclusions:
- Machine learning techniques are applicable and effective for prognostication in small, high-dimensional glioma datasets.
- Feature selection can enhance the performance of ML models in this context.
- ML offers a valuable tool for analyzing limited medical data, complementing traditional statistical methods.
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