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Nth-order linear algorithm for diffuse correlation tomography

机译:扩散相关层析成像的N阶线性算法

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摘要

The current approaches to imaging the tissue blood flow index (BFI) from diffuse correlation tomography (DCT) data are either an analytical solution or a finite element method, both of which are unable to simultaneously account for the tissue heterogeneity and fully utilize the DCT data. In this study, a new imaging concept for DCT, namely NL-DCT, was created by us in which the medical images are combined with light Monte Carlo simulation to provide geometrical and heterogeneous information in tissue. Moreover, the DCT data at multiple delay time are fully utilized via iterative linear regression. The unique merit of NL-DCT in utilizing the medical images as prior information, when combined with a split Bregman algorithm for total variation minimization (Bregman-TV), was validated on a realistic human head model. Computer simulation outcomes demonstrate the accuracy and robustness of NL-DCT in localizing and separating the flow anomalies as well as the capability to preserve edges of anomalies.
机译:从弥散相关层析成像(DCT)数据对组织血流指数(BFI)进行成像的当前方法是分析解决方案或有限元方法,这两种方法都无法同时考虑组织异质性并不能充分利用DCT数据。在这项研究中,我们创建了DCT的新成像概念,即NL-DCT,其中医学图像与光蒙特卡洛模拟相结合,以提供组织中的几何信息和异构信息。此外,通过迭代线性回归可以充分利用多个延迟时间的DCT数据。 NL-DCT在利用医学图像作为先验信息时与独特的Bregman算法相结合以实现总变化最小化(Bregman-TV)的独特优势,已在现实的人头模型上得到了验证。计算机仿真结果证明了NL-DCT在定位和分离流量异常中的准确性和鲁棒性,以及保留异常边缘的能力。

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