Non-local mean denoising in diffusion tensor space
Author(s) -
Baihai Su,
Qiang Liu,
Jie Chen,
Xi Wu
Publication year - 2014
Publication title -
experimental and therapeutic medicine
Language(s) - English
Resource type - Journals
eISSN - 1792-1015
pISSN - 1792-0981
DOI - 10.3892/etm.2014.1764
Subject(s) - diffusion mri , tensor (intrinsic definition) , similarity (geometry) , mathematics , voxel , euclidean distance , affine transformation , cartesian tensor , euclidean space , pattern recognition (psychology) , artificial intelligence , tensor field , mathematical analysis , tensor density , geometry , image (mathematics) , computer science , exact solutions in general relativity , medicine , magnetic resonance imaging , radiology
The aim of the present study was to present a novel non-local mean (NLM) method to denoise diffusion tensor imaging (DTI) data in the tensor space. Compared with the original NLM method, which uses intensity similarity to weigh the voxel, the proposed method weighs the voxel using tensor similarity measures in the diffusion tensor space. Euclidean distance with rotational invariance, and Riemannian distance and Log-Euclidean distance with affine invariance were implemented to compare the geometric and orientation features of the diffusion tensor comprehensively. The accuracy and efficacy of the proposed novel NLM method using these three similarity measures in DTI space, along with unbiased novel NLM in diffusion-weighted image space, were compared quantitatively and qualitatively in the present study.
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