arrow
返回

Acceleration of image-based resolution modelling reconstruction using an expectation maximization nested algorithm

delete2013-07-08
delete11
PRE
AI
G
Georgios I. Angelis *
A
Andrew J. Reader
P
Paweł Markiewicz
F
Fotis A. Kotasidis
W
William Lionheart
J
Julian C. Matthews
DOI:10.1088/0031-9155/58/15/5061delete
delete原文链接
delete原文求助
delete分享
delete收藏
摘要

摘要

En 中文
Recent studies have demonstrated the benefits of a resolution model within iterative reconstruction algorithms in an attempt to account for effects that degrade the spatial resolution of the reconstructed images. However, these algorithms suffer from slower convergence rates, compared to algorithms where no resolution model is used, due to the additional need to solve an image deconvolution problem. In this paper, a recently proposed algorithm, which decouples the tomographic and image deconvolution problems within an image-based expectation maximization (EM) framework, was evaluated. This separation is convenient, because more computational effort can be placed on the image deconvolution problem and therefore accelerate convergence. Since the computational cost of solving the image deconvolution problem is relatively small, multiple image-based EM iterations do not significantly increase the overall reconstruction time. The proposed algorithm was evaluated using 2D simulations, as well as measured 3D data acquired on the high-resolution research tomograph. Results showed that bias reduction can be accelerated by interleaving multiple iterations of the image-based EM algorithm solving the resolution model problem, with a single EM iteration solving the tomographic problem. Significant improvements were observed particularly for voxels that were located on the boundaries between regions of high contrast within the object being imaged and for small regions of interest, where resolution recovery is usually more challenging. Minor differences were observed using the proposed nested algorithm, compared to the single iteration normally performed, when an optimal number of iterations are performed for each algorithm. However, using the proposed nested approach convergence is significantly accelerated enabling reconstruction using far fewer tomographic iterations (up to 70% fewer iterations for small regions). Nevertheless, the optimal number of nested image-based EM iterations is hard to be defined and it should be selected according to the given application.
Keyword:
POSITRON-EMISSION-TOMOGRAPHY
EM ALGORITHM
SYSTEM MATRIX
ITERATIVE RECONSTRUCTION
MAXIMUM-LIKELIHOOD
PET RECONSTRUCTION
SPACE
IMPACT
HRRT
AI总结

AI总结

对已上传原文的论文进行重点信息的提取,主要内容包括:简要概述、研究摘要、背景介绍、关键亮点、图文解析、展望与总结。

期刊

Physics in Medicine and Biology 封面图
Physics in Medicine and Biology
IF:
3.4
论文数:
1.4W
被引数:
3.1W

机构

M
McGill University
学者数:
5.5W
论文数: 4.9W
被引数: 7.0W
U
University of Manchester
学者数:
5.7W
论文数: 5.3W
被引数: 7.4W
引用论文

引用论文

Application and Evaluation of a Measured Spatially Variant System Model for PET Image Reconstruction
err2010-03-01
err190
errOAAI
errAlessio, Adam M.; Stearns, Charles W.; Tong, Shan; Ross, Steven G.; Kohlmyer, Steve; Ganin, Alex; Kinahan, Paul E.
err分享
err收藏
Non-Gaussian space-variant resolution modelling for list-mode reconstruction
err2010-08-11
err61
PREAI
errCloquet, C.; Sureau, F. C.; Defrise, M.; Van Simaeys, G.; Trotta, N.; Goldman, S.
err分享
err收藏
Coordination Properties of the Oxime Analogue of Glycine to Cu(II)
err2005-06-04
err0
PREAI
errI. Georgieva; N. Trendafilova; L. Rodríguez-Santiago; M. Sodupe
err分享
err收藏
Modeling and incorporation of system response functions in 3-D whole body PET
err2006-07-01
err162
PREAI
errAlessio, Adam M.; Kinahan, Paul E.; Lewellen, Thomas K.
err分享
err收藏
Single scan parameterization of space-variant point spread functions in image space via a printed array: the impact for two PET/CT scanners
err2011-04-13
err49
errOAAI
errKotasidis, F. A.; Matthews, J. C.; Angelis, G. I.; Noonan, P. J.; Jackson, A.; Price, P.; Lionheart, W. R.; Reader, A. J.
err分享
err收藏
err分享
err收藏
Analytic system matrix resolution modeling in PET: an application to Rb-82 cardiac imaging
err2008-10-03
err79
errOAAI
errRahmim, A.; Tang, J.; Lodge, M. A.; Lashkari, S.; Ay, M. R.; Lautamaeki, R.; Tsui, B. M. W.; Bengel, F. M.
err分享
err收藏
err分享
err收藏
学者 查看更多内容