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A new method of computer-aided feature identification for lesion detection in PET-FDG dynamic study

机译:PET-FDG动态研究中病灶检测的计算机辅助特征识别新方法

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Computer-aided feature identification in PET-FDG dynamic data is crucial to assist visual inspection for small lesion detection. It has been shown that the kinetic features of time activity curves (TAG) have the following properties: (a) linearly representable by a set of exponential functions, (b) physiologically distinguishable as lesion and normal tissue subspaces, (c) readily incorporable to a matched subspace detector for lesion detection. To identify the TAC subspace features, the least square error (LSE) method is often used to determine the lesion and normal tissue subspaces respectively The subspaces resulted from the LSE are optimum in terms of the fidelity to the observed data, but they may suffer from a lack of the separability between subspaces. Here, a new method is proposed to maximize the distance (separability) between lesion and normal tissue subspaces under the constraint that the LSE (fidelity) of the estimated and observed TACs is less than a given value. Such identified subspaces are incorporated into a matched subspace detector for lesion detection. Results showed that the subspaces identified by the proposed method from known lesion and normal tissues mostly preserve the TAC kinetic features and increase the contrast of the small lesion to normal tissues compared to the LSE-only method.
机译:PET-FDG动态数据中的计算机辅助特征识别至关重要,可以帮助目视检查小病变检测。已经表明,时间活动曲线(标签)的动力学特征具有以下性质:(a)通过一组指数函数线性可表示,(b)在生理上可区分作为病变和正常组织子空间,(c)容易地利用用于病变检测的匹配子空间检测器。为了识别TAC子空间特征,最小的误差(LSE)方法通常用于确定病变和正常组织子空间分别从LSE引起的子空间在对观察到的数据的保真度方面是最佳的,但它们可能会遭受缺乏子空间之间的可分离性。这里,提出了一种新方法来最大化病变和正常组织子空间之间的距离(可分离性)在估计和观察到的TAC的LSE(保真度)小于给定值的约束下。这种鉴定的子空间被纳入匹配的子空间检测器,用于病变检测。结果表明,由已知病变和正常组织的所提出的方法鉴定的子空间主要是保持TAC动力学特征,并与唯一的LSE方法相比,将小病变与正常组织的对比度增加。

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