Modelling ultrasound speckle has generated considerable interest for its ability to characterize tissue properties. As speckle is dependent on the underlying tissue architecture, modelling it may aid in tasks like segmentation or disease detection. However, for the transplanted kidney where ultrasound is commonly used to investigate dysfunction, it is currently unknown which statistical distribution best characterises such speckle. This is especially true for the regions of the transplanted kidney: the cortex, the medulla and the central echogenic complex. Furthermore, it is unclear how these distributions vary by patient variables such as age, sex, body mass index, primary disease, or donor type. These traits may influence speckle modelling given their influence on kidney anatomy. We are the first to investigate these two aims. N=821 kidney transplant recipient B-mode images were automatically segmented into the cortex, medulla, and central echogenic complex using a neural network. Seven distinct probability distributions were fitted to each region. The Rayleigh and Nakagami distributions had model parameters that differed significantly between the three regions (p <= 0.05). While both had excellent goodness of fit, the Nakagami had higher Kullbeck-Leibler divergence. Recipient age correlated weakly with scale in the cortex (Omega: rho = 0.11, p = 0.004), while body mass index correlated weakly with shape in the medulla (m: rho = 0.08, p = 0.04). Neither sex, primary disease, nor donor type demonstrated any correlation. We propose the Nakagami distribution be used to characterize transplanted kidneys regionally independent of disease etiology and most patient characteristics based on our findings.
翻译:超声超模闪烁已引起人们对其组织特性特征分析能力的极大兴趣。 由于光斑取决于底部组织结构, 建模可能有助于诸如分解或疾病检测等任务。 但是, 对于移植肾脏, 通常使用超声波来调查功能障碍, 目前还不知道哪些统计分布最优的特征是这样的分解。 这对移植肾脏的区域来说尤为如此: 皮层、 medull 和中央回声调节综合体。 此外, 不清楚这些分布如何因病人变量的不同而不同, 如年龄、 性别、 身体质量指数、 主要疾病或捐赠者类型等。 这些特性可能会影响对肾脏解剖作用的影响。 然而, 对于移植肾脏的肾脏,我们是第一个调查对象。 N= 821 肾脏移植接受者 B-modemode 图像被自动分割到皮层、 中央回声调节复合综合体。 七个不同的概率分布都适合每个区域。 雷利和纳卡米分布的模型参数在三个区域之间差异很大( p= r- hal rek real ral reck ad)。 这些属性分布在三个区域( = massal = massal) = massal) 上显示极差差差值为: 。