Pfluger T, Vollmar C, Wismüller A, Dresel S, Berger F, Suntheim P, Leinsinger G, Hahn K
Department of Diagnostic Radiology, Klinikum Innenstadt, University of Munich, Germany.
J Nucl Med. 2000 Nov;41(11):1823-9.
A wide range of techniques for registration of medical images has been devised in recent years. The aim of this study is to quantify the overall spatial registration error of 3 different methods for image registration: interactive matching, surface matching, and uniformity index matching as described by Woods.
MRI and ethylcysteinate dimer-SPECT images of the brain were registered for 15 patients. The matching error was assessed by determining intra- and interobserver variability of registrations. Quantification of the registration error was based on the mean spatial distance of 5000 voxels between 2 image positions. The mean position after repeated registrations in each patient was used as the gold standard. To evaluate the coherence of the 3 different registration methods, intermethod variability was determined.
Interactive matching showed an intraobserver/interobserver variability of 1.5+/-0.3 mm/1.6+/-0.3 mm (mean +/- SD). The time demand for this method was 11+/-5 min. Surface matching revealed a variability of 2.6+/-1.1 mm/3.8+/-1.0 mm and a time demand of 26+/-12 min. Reproducibility of Woods' algorithm was 2.2+/-0.8 mm with a time demand of 9+/-3 min. In 4 of the 15 cases, Woods' method failed. The mean deviation between all 3 methods was 2.3+/-0.8 mm.
With a suitable user interface, interactive matching had the lowest registration error. The influence of subjectivity was shown to be negligible. Therefore, interactive matching is our preferred technique for image fusion of the brain.
近年来已设计出多种医学图像配准技术。本研究的目的是量化三种不同图像配准方法的总体空间配准误差:交互式匹配、表面匹配和伍兹描述的均匀性指数匹配。
对15例患者的脑部MRI和半胱氨酸乙酯二聚体-SPECT图像进行配准。通过确定配准的观察者内和观察者间变异性来评估匹配误差。配准误差的量化基于两个图像位置之间5000个体素的平均空间距离。将每位患者重复配准后的平均位置用作金标准。为了评估三种不同配准方法的一致性,确定了方法间变异性。
交互式匹配显示观察者内/观察者间变异性为1.5±0.3毫米/1.6±0.3毫米(平均值±标准差)。该方法的时间需求为11±5分钟。表面匹配显示变异性为2.6±1.1毫米/3.8±1.0毫米,时间需求为26±12分钟。伍兹算法的可重复性为2.2±...