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Class conditional entropic prior for MRI enhanced SPECT reconstruction

机译:类条件熵用于MRI增强SPECT重建

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Maximum Likelihood Estimation can provide an accurate estimate of activity distribution for Positron Emission Tomography (PET) and Single Photon Emission Computed Tomography (SPECT), however its unconstrained application suffers from dimensional instability due to approximation of activity distribution to a grid of point processes. Correlation between the activity distribution and the underlying tissue morphology enables the use of information from an intra-subject anatomical image to improve the activity estimate. Several approaches have been proposed to include anatomical information in the process of activity estimation. Methods based on information theoretic similarity functionals are particularly appealing as they abstract from any assumption about the nature of the images. However, due to multiplicity of the similarity functional, such methods tend to discard boundary information from the anatomical image. This paper presents an extension of state of the art methods by introducing a hidden variable denoting tissue composition that conditions an entropie similarity functional. This allows one to include explicit knowledge of the MRI imaging system model, effectively introducing additional information. The proposed method provides an intrinsic edge-preserving feature, it outperforms conventional methods based on Joint Entropy in terms of bias/variance characteristics, and it does not introduce additional parameters.
机译:最大似然估计可以为正电子发射断层扫描(PET)和单光子发射计算机断层扫描(SPECT)提供准确的活动分布估计,但是由于活动分布近似于点过程网格,因此其不受约束的应用遭受尺寸不稳定性的困扰。活动分布与基础组织形态之间的相关性使得能够使用来自受试者内部解剖图像的信息来改善活动估计。已经提出了几种在活动估计过程中包括解剖学信息的方法。基于信息理论相似性功能的方法特别引人注目,因为它们从关于图像性质的任何假设中抽象出来。然而,由于相似性功能的多样性,这样的方法趋向于从解剖图像中丢弃边界信息。本文介绍了一种最新技术,它通过引入一个隐含变量来表示组织组成,该组织组成决定了熵相似性函数。这使人们可以包括对MRI成像系统模型的明确了解,从而有效地引入其他信息。所提出的方法提供了固有的边缘保留功能,在偏置/方差特性方面优于基于联合熵的常规方法,并且没有引入其他参数。

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