University of Lyon, INSA-Lyon, Université Claude Bernard Lyon 1, CNRS, Inserm, CREATIS UMR 5220, U1206, LYON, F69006, France.
ENS-Lyon, UCB Lyon, Inria, NUMED, CNRS, UMPA UMR 5669, LYON, F69007, France.
Magn Reson Med. 2017 Nov;78(5):1981-1990. doi: 10.1002/mrm.26573. Epub 2016 Dec 26.
The robustness of a recently introduced globally convergent deconvolution algorithm with temporal and edge-preserving spatial regularization for the deconvolution of dynamic susceptibility contrast perfusion magnetic resonance imaging is assessed in the context of ischemic stroke.
Ischemic tissues are not randomly distributed in the brain but form a spatially organized entity. The addition of a spatial regularization term allows to take into account this spatial organization contrarily to the sole temporal regularization approach which processes each voxel independently. The robustness of the spatial regularization in relation to shape variability, hemodynamic variability in tissues, noise in the magnetic resonance imaging apparatus, and uncertainty on the arterial input function selected for the deconvolution is addressed via an original in silico validation approach.
The deconvolution algorithm proved robust to the different sources of variability, outperforming temporal Tikhonov regularization in most realistic conditions considered. The limiting factor is the proper estimation of the arterial input function.
This study quantified the robustness of a spatio-temporal approach for dynamic susceptibility contrast-magnetic resonance imaging deconvolution via a new simulator. This simulator, now accessible online, is of wide applicability for the validation of any deconvolution algorithm. Magn Reson Med 78:1981-1990, 2017. © 2016 International Society for Magnetic Resonance in Medicine.
评估一种新的全局收敛去卷积算法在缺血性脑卒中的动态磁敏感对比磁共振成像去卷积中的稳健性,该算法具有时间和保持边缘的空间正则化。
在大脑中,缺血组织不是随机分布的,而是形成一个有组织的空间实体。添加空间正则化项可以考虑到这种空间组织,而不仅仅是处理每个体素的时间正则化方法。通过一种原始的计算机模拟验证方法,研究了空间正则化在形状变化、组织中的血液动力学变化、磁共振成像设备中的噪声以及为去卷积选择的动脉输入函数的不确定性方面的稳健性。
去卷积算法对各种来源的变化具有很强的稳健性,在大多数考虑到的实际条件下,性能优于时间 Tikhonov 正则化。限制因素是正确估计动脉输入函数。
本研究通过新的模拟器,对动态磁敏感对比磁共振成像去卷积的时空方法的稳健性进行了量化。该模拟器现在可以在线访问,它具有广泛的适用性,可以验证任何去卷积算法。磁共振医学杂志 78:1981-1990,2017。© 2016 国际磁共振学会。