Comparing fully automated state-of-the-art cerebellum parcellation from magnetic resonance images.
Comparing fully automated state-of-the-art cerebellum parcellation from magnetic resonance images.
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DOI:
10.1016/j.neuroimage.2018.08.003
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发表时间:
2018-12
期刊:
影响因子:
5.7
通讯作者:
Prince JL
中科院分区:
文献类型:
--
作者:
Carass A;Cuzzocreo JL;Han S;Hernandez-Castillo CR;Rasser PE;Ganz M;Beliveau V;Dolz J;Ben Ayed I;Desrosiers C;Thyreau B;Romero JE;Coupé P;Manjón JV;Fonov VS;Collins DL;Ying SH;Onyike CU;Crocetti D;Landman BA;Mostofsky SH;Thompson PM;Prince JL
The human cerebellum plays an essential role in motor control, is involved in cognitive function (i.e., attention, working memory, and language), and helps to regulate emotional responses. Quantitative in-vivo assessment of the cerebellum is important in the study of several neurological diseases including cerebellar ataxia, autism, and schizophrenia. Different structural subdivisions of the cerebellum have been shown to correlate with differing pathologies. To further understand these pathologies, it is helpful to automatically parcellate the cerebellum at the highest fidelity possible. In this paper, we coordinated with colleagues around the world to evaluate automated cerebellum parcellation algorithms on two clinical cohorts showing that the cerebellum can be parcellated to a high accuracy by newer methods. We characterize these various methods at four hierarchical levels: coarse (i.e., whole cerebellum and gross structures), lobe, subdivisions of the vermis, and the lobules. Due to the number of labels, the hierarchy of labels, the number of algorithms, and the two cohorts, we have restricted our analyses to the Dice measure of overlap. Under these conditions, machine learning based methods provide a collection of strategies that are efficient and deliver parcellations of a high standard across both cohorts, surpassing previous work in the area. In conjunction with the rank-sum computation, we identified an overall winning method.
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影响因子:
5.7
作者:
Carass, Aaron;Cuzzocreo, Jennifer;Wheeler, M. Bryan;Bazin, Pierre-Louis;Resnick, Susan M.;Prince, Jerry L.
通讯作者:
Prince, Jerry L.
影响因子:
5.7
作者:
Carass A;Roy S;Jog A;Cuzzocreo JL;Magrath E;Gherman A;Button J;Nguyen J;Prados F;Sudre CH;Jorge Cardoso M;Cawley N;Ciccarelli O;Wheeler-Kingshott CAM;Ourselin S;Catanese L;Deshpande H;Maurel P;Commowick O;Barillot C;Tomas-Fernandez X;Warfield SK;Vaidya S;Chunduru A;Muthuganapathy R;Krishnamurthi G;Jesson A;Arbel T;Maier O;Handels H;Iheme LO;Unay D;Jain S;Sima DM;Smeets D;Ghafoorian M;Platel B;Birenbaum A;Greenspan H;Bazin PL;Calabresi PA;Crainiceanu CM;Ellingsen LM;Reich DS;Prince JL;Pham DL
通讯作者:
Pham DL
影响因子:
3.5
作者:
Baumann, Oliver;Borra, Ronald J.;Bower, James M.;Cullen, Kathleen E.;Habas, Christophe;Ivry, Richard B.;Leggio, Maria;Mattingley, Jason B.;Molinari, Marco;Moulton, Eric A.;Paulin, Michael G.;Pavlova, Marina A.;Schmahmann, Jeremy D.;Sokolov, Arseny A.
通讯作者:
Sokolov, Arseny A.
影响因子:
17.7
作者:
Allen, G;Courchesne, E
通讯作者:
Courchesne, E
影响因子:
9.9
作者:
Brambati, SM;Termine, C;Perani, D
通讯作者:
Perani, D