Multivariate statistical analysis of diffusion imaging parameters using partial least squares: Application to white matter variations in Alzheimer's disease

被引:18
作者
Konukoglu, Ender [1 ]
Coutu, Jean-Philippe [1 ,2 ]
Salat, David H. [1 ,3 ,4 ]
Fischl, Bruce [1 ,5 ]
机构
[1] Harvard Univ, Sch Med, Massachusetts Gen Hosp, MGH MIT HMS Athinoula A Martinos Ctr Biomed Imagi, Charlestown, MA USA
[2] MIT, Div Hlth Sci & Technol, Harvard Massachusetts Inst Technol, Cambridge, MA 02139 USA
[3] Harvard Univ, Sch Med, Dept Radiol, Massachusetts Gen Hosp, Boston, MA 02115 USA
[4] VA Boston Healthcare Syst, Neuroimaging Res Vet Ctr, Boston, MA USA
[5] MIT, Comp Sci & Artificial Intelligence Lab, 77 Massachusetts Ave, Cambridge, MA 02139 USA
基金
美国国家卫生研究院; 加拿大健康研究院;
关键词
Multivariate analysis; Alzheimer's disease; Partial least squares; Diffusion tensor imaging; MILD COGNITIVE IMPAIRMENT; MULTIMODAL FUSION; TRACT INTEGRITY; FRONTOTEMPORAL DEMENTIA; RADIAL DIFFUSIVITY; VOXELWISE ANALYSIS; IDENTIFICATION; CONNECTIVITY; MRI; DEMYELINATION;
D O I
10.1016/j.neuroimage.2016.04.038
中图分类号
Q189 [神经科学];
学科分类号
071006 ;
摘要
Diffusion magnetic resonance imaging (dMRI) is a unique technology that allows the noninvasive quantification of microstructural tissue properties of the human brain in healthy subjects as well as the probing of disease-induced variations. Population studies of dMRI data have been essential in identifying pathological structural changes in various conditions, such as Alzheimer's and Huntington's diseases (Salat et al., 2010; Rosas et al., 2006). The most common form of dMRI involves fitting a tensor to the underlying imaging data (known as diffusion tensor imaging, or DTI), then deriving parametric maps, each quantifying a different aspect of the underlying microstructure, e.g. fractional anisotropy and mean diffusivity. To date, the statistical methods utilized in most DTI population studies either analyzed only one such map or analyzed several of them, each in isolation. However, it is most likely that variations in the microstructure due to pathology or normal variability would affect several parameters simultaneously, with differing variations modulating the various parameters to differing degrees. Therefore, joint analysis of the available diffusion maps can be more powerful in characterizing histopathology and distinguishing between conditions than the widely used univariate analysis. In this article, we propose a multivariate approach for statistical analysis of diffusion parameters that uses partial least squares correlation (PLSC) analysis and permutation testing as building blocks in a voxel-wise fashion. Stemming from the common formulation, we present three different multivariate procedures for group analysis, regressing-out nuisance parameters and comparing effects of different conditions. We used the proposed procedures to study the effects of non-demented aging, Alzheimer's disease and mild cognitive impairment on the white matter. Here, we present results demonstrating that the proposed PLSC-based approach can differentiate between effects of different conditions in the same region as well as uncover spatial variations of effects across the white matter. The proposed procedures were able to answer questions on structural variations such as: "are there regions in the white matter where Alzheimer's disease has a different effect than aging or similar effect as aging?" and "are there regions in the white matter that are affected by both mild cognitive impairment and Alzheimer's disease but with differing multivariate effects?" (C) 2016 Elsevier Inc. All rights reserved.
引用
收藏
页码:573 / 586
页数:14
相关论文
共 64 条
[1]  
Abdi Herve, 2013, Methods Mol Biol, V930, P549, DOI 10.1007/978-1-62703-059-5_23
[2]   Analysis of Regional Cerebral Blood Flow Data to Discriminate among Alzheimer's Disease, Frontotemporal Dementia, and Elderly Controls: A Multi-Block Barycentric Discriminant Analysis (MUBADA) Methodology [J].
Abdi, Herve ;
Williams, Lynne J. ;
Beaton, Derek ;
Posamentier, Mette T. ;
Harris, Thomas S. ;
Krishnan, Anjali ;
Devous, Michael D., Sr. .
JOURNAL OF ALZHEIMERS DISEASE, 2012, 31 :S189-S201
[3]   DIFFUSION TENSOR IMAGING OF WHITE MATTER DEGENERATION IN ALZHEIMER'S DISEASE AND MILD COGNITIVE IMPAIRMENT [J].
Amlien, I. K. ;
Fjell, A. M. .
NEUROSCIENCE, 2014, 276 :206-215
[4]  
[Anonymous], 2005, Permutation, Parametric and Bootstrap Tests of Hypotheses
[5]   Dementia induces correlated reductions in white matter integrity and cortical thickness: A multivariate neuroimaging study with sparse canonical correlation analysis [J].
Avants, Brian B. ;
Cook, Philip A. ;
Ungar, Lyle ;
Gee, James C. ;
Grossman, Murray .
NEUROIMAGE, 2010, 50 (03) :1004-1016
[6]   Does Alzheimer's disease affect hippocampal asymmetry? Evidence from a cross-sectional and longitudinal volumetric MRI study [J].
Barnes, J ;
Scahill, RI ;
Schott, JM ;
Frost, C ;
Rossor, MN ;
Fox, NC .
DEMENTIA AND GERIATRIC COGNITIVE DISORDERS, 2005, 19 (5-6) :338-344
[7]   Heterogeneous age-related breakdown of white matter structural integrity: implications for cortical "disconnection" in aging and Alzheimer's diesase [J].
Bartzokis, G ;
Sultzer, D ;
Lu, PH ;
Neuchterlein, KH ;
Mintz, J ;
Cummings, JL .
NEUROBIOLOGY OF AGING, 2004, 25 (07) :843-851
[8]  
Beaulieu C., 2002, NMR BIOMED
[9]   White matter damage in Alzheimer's disease assessed in vivo using diffusion tensor magnetic resonance imaging [J].
Bozzali, M ;
Falini, A ;
Franceschi, M ;
Cercignani, M ;
Zuffi, M ;
Scotti, G ;
Comi, G ;
Filippi, M .
JOURNAL OF NEUROLOGY NEUROSURGERY AND PSYCHIATRY, 2002, 72 (06) :742-746
[10]   Neuroanatomical Assessment of Biological Maturity [J].
Brown, Timothy T. ;
Kuperman, Joshua M. ;
Chung, Yoonho ;
Erhart, Matthew ;
McCabe, Connor ;
Hagler, Donald J., Jr. ;
Venkatraman, Vijay K. ;
Akshoomoff, Natacha ;
Amaral, David G. ;
Bloss, Cinnamon S. ;
Casey, B. J. ;
Chang, Linda ;
Ernst, Thomas M. ;
Frazier, Jean A. ;
Gruen, Jeffrey R. ;
Kaufmann, Walter E. ;
Kenet, Tal ;
Kennedy, David N. ;
Murray, Sarah S. ;
Sowell, Elizabeth R. ;
Jernigan, Terry L. ;
Dale, Anders M. .
CURRENT BIOLOGY, 2012, 22 (18) :1693-1698