利用解剖和生理先验信息改进发射断层扫描中的病变检测和量化

J. Bowsher, V. Johnson, T. Turkington, G.E. Floyd, R. Jaszczak, R. Coleman
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引用次数: 4

摘要

在SPECT和PET成像中,放射性药物浓度通常与解剖结构密切相关。提出了一种贝叶斯图像重建程序,利用这种先验知识来提高对未知数量病变的检测和量化。先验分布使得发射断层分割与解剖分割更加接近。通过计算和分割偏差图像来检测解剖分割的偏离:设n/sub i/为体素i发射的估计光子数,设/spl mu//sub ri/为包含体素i的区域的估计平均活动,设l(/spl lambda//sub i/;n/sub i/)为/spl lambda//sub i/的泊松对数似然函数,其中/spl lambda//sub i/是n/sub i/的平均值。偏差定义为2(l(n/下标i/;n/下标i/)-l(/spl mu//下标ri/;n/下标i/))。图像中偏差较大的部分可以作为新区域的候选。进行假设检验以确定哪些候选区域被投影数据证明为新区域。通过将热病变添加到霍夫曼脑幻象的位图中,然后模拟噪声投影数据,对该程序进行了测试。与FBP和ML-EM重建相比,这些病变的检测和量化得到了改善
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Improved lesion detection and quantification in emission tomography using anatomical and physiological prior information
In SPECT and PET imaging, radiopharmaceutical concentration is often strongly correlated with anatomical structure. A Bayesian image reconstruction procedure is presented that uses this a priori knowledge to improve the detection and quantification of an unknown number of lesions. The a priori distribution employed encourages the emission tomography segmentation to stay close to the anatomical segmentation. Departures from the anatomical segmentation are detected by calculating and segmenting a deviances image: Let n/sub i/ be the estimated number of photons emitted from voxel i, /spl mu//sub ri/ the estimated mean activity of the region that contains voxel i, and l(/spl lambda//sub i/;n/sub i/) the Poisson log likelihood function for /spl lambda//sub i/, where /spl lambda//sub i/ is the mean of n/sub i/. The deviances are defined as 2(l(n/sub i/;n/sub i/)-l(/spl mu//sub ri/;n/sub i/)). Parts of the image having large deviances are candidates for becoming new regions. Hypothesis testing is performed to determine which of these candidates are justified by the projection data as being new regions. The procedure was tested by adding hot lesions to a bitmap of the Hoffman brain phantom and then simulating noisy projection data. Improvements in detection and quantification of these lesions were observed as compared to FBP and ML-EM reconstructions.<>
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