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Medical Image Registration Using Tsallis Entropy in Statistical Parametric Mapping (SPM)

机译:使用Tsallis熵在统计参数映射(SPM)中使用Tsallis熵

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The superposition of medical images, technically known as co-registration, can take a major role in determining the topographic and morphological changes in functional diagnostic and therapeutic purposes. This paper describes a study focused on to find an alternative cost function method for medical images co-registration through the study of performance and robustness of the TSallis Entropy in Statistical Parametric Mapping package (SPM). Images of Magnetic Resonance (MR) and Single Photon Emission Computed Tomography (SPECT) of 3 patients morphologically normal were used for the construction of anatomic phantoms containing predetermined geometric variations. The simulated images were co-registered with the original images using traditional techniques and the proposed method. The comparative analysis of the Root Mean Square (RMS) error showed that the Tsallis Entropy was more efficient in the intramodality alignment, while the Shannon Entropy in the intermodality one; revealing therefore the importance of the implementation of the Tsallis Entropy in SPM for applications in neurology and neuropsychiatric evaluation.
机译:医学图像的叠加,技术上被称为共同登记,可以在确定功能诊断和治疗目的中的地形和形态变化方面具有重要作用。本文介绍了专注于找到医学图像的替代成本函数方法,通过研究TSAllis熵在统计参数映射包(SPM)中的性能和鲁棒性进行共同注册。用于形态正常的3例患者的磁共振(MR)和单光子发射计算断层扫描(SPECT)的图像用于构建含有预定几何变化的解剖学体系。使用传统技术和所提出的方法将模拟图像与原始图像共同登记。根均线(RMS)误差的比较分析表明,Tsallis熵在静脉内对齐中更有效,而Shannon熵在互相方面的熵;因此,揭示了在SPM中实施Tsallis熵的重要性,以在神经病学和神经精神科评估中的应用。

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