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结合平滑l_0范数和可行区域的有限投影荧光分子断层成像

Limited-Projection Fluorescence Molecular Tomography Based on Smoothed l_0 Norm and Feasible Region
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摘要 有限投影荧光分子断层成像(FMT)可以以较短的数据采集时间在动物体内快速重建出荧光目标的三维分布。然而,由于较少的投影数据使得有限投影FMT具有严重的病态性。为了降低FMT重建的病态性并提高重建速度,考虑到FMT中光源稀疏分布的特性,提出了一种结合平滑l0范数(SL0)和可行区域的有限投影FMT重建方法,采用一种基于SL0的FMT重建方法,利用一个连续函数来逼近l_0范数,以实现快速求解,同时将可行区域作为有效的先验信息,以提高重建精度。数字鼠模型的重建结果表明,在3、6、9个激发点下,重建图像的位置误差都小于1mm,重建时间缩短,3个激发点下的重建时间为8s。物理实验的重建结果进一步表明了该方法在实际FMT重建上的可行性。 Limited-projection fluorescence molecular tomography(FMT)allows rapid reconstruction of threedimensional distribution of fluorescent targets in animals through shorter data acquisition times.However,due to less projection data,the limited-projection FMT undergoes severe ill condition.In order to reduce the ill condition of FMT reconstruction and improve the reconstruction speed,we propose a reconstruction method for limitedprojection FMT.Considering the characteristics of the sparse distribution of the target of FMT,this method combines with smoothed l0 norm and feasible region of prior information.A continuous function approximates the smoothed l_0 norm,which improved the calculation speed.And the feasible region of the prior information improves the precision of the recovered results.The reconstruction results of digital mouse model show that the position error of the reconstructed image is less than 1 mm at 3,6 and 9 excitation points and the reconstruction time is shortened,and the reconstruction time under the 3 excitation points is 8 s.The reconstruction result of physical phantom further verifies the feasibility of this method in practical FMT applications.
作者 贺小伟 王潇 张海波 易黄建 侯榆青 He Xiaowei, Wang Xiao, Zhang Haibo, Yi Huangjian, Hou Yuqing(School of Information Science & Technology, Northwest University, Xi'an, Shaanzi 710127, China)
出处 《中国激光》 EI CAS CSCD 北大核心 2018年第9期319-326,共8页 Chinese Journal of Lasers
基金 国家自然科学基金(11571012 61601363) 2017年陕西省教育厅服务地方专项(17JF027) 中国博士后科学基金(2016M602851)
关键词 生物光学 荧光分子断层成像 有限投影 l0范数 图像重建 biotechnology fluorescence molecular tomography limited-projection l0 norm image reconstruction
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