We propose a methodology to predict the cardiac epicardial and mediastinal fat volumes in computed tomography images using regression algorithms. The obtained results indicate that it is feasible to predict these fats with a high degree of correlation, thus alleviating the requirement for manual or automatic segmentation of both fat volumes. Instead, segmenting just one of them suffices, while the volume of the other may be predicted fairly precisely. The correlation coefficient obtained by the Rotation Forest algorithm using MLP Regressor for predicting the mediastinal fat based on the epicardial fat was 0.9876, with a relative absolute error of 14.4% and a root relative squared error of 15.7%. The best correlation coefficient obtained in the prediction of the epicardial fat based on the mediastinal was 0.9683 with a relative absolute error of 19.6% and a relative squared error of 24.9%. Moreover, we analysed the feasibility of using linear regressors, which provide an intuitive interpretation of the underlying approximations. In this case, the obtained correlation coefficient was 0.9534 for predicting the mediastinal fat based on the epicardial, with a relative absolute error of 31.6% and a root relative squared error of 30.1%. On the prediction of the epicardial fat based on the mediastinal fat, the correlation coefficient was 0.8531, with a relative absolute error of 50.43% and a root relative squared error of 52.06%. In summary, it is possible to speed up general medical analyses and some segmentation and quantification methods that are currently employed in the state-of-the-art by using this prediction approach, which consequently reduces costs and therefore enables preventive treatments that may lead to a reduction of health problems.
翻译:我们提出一种方法,用回归算法预测计算断层图像中的心脏震动和中间脂肪含量。 获得的结果显示, 预测这些脂肪的绝对误差为14.4%, 根相对正方误差为15.7 % 。 以介质为基础的震动脂肪预测中得出的最佳相关系数为0. 9683, 相对绝对误差为19.6%, 而相对正方误差为24.9%。 此外, 我们分析了使用旋转森林算法得出的相关系数, 用于预测以震动性脂肪为基础的中间脂肪系数为0.9876, 相对绝对误差为14.4%, 根相对正方误差为15.7 % 。 以介质为基础的震动脂肪预测中的最佳相关系数为0. 9683, 以绝对误差19.6% 和相对正方差为24.9%。 因此, 我们分析了使用线性递减法的可行性, 以直线性偏差为基本近值解释。 在本案中, 获得的关联系数是 0.9534 用于预测介质脂肪直位脂肪的直径直径直径直径直径的直径直径直径直径直径直值, 和直径直径直径直径直为30. 根直的直的直的直度直度直度直度直度直度直度直度直度直度直度直度直度直度直度直度直度直度直径直径直度直度, 。