Multi-resolution statistical analysis of brain connectivity graphs in preclinical Alzheimer's disease

被引:32
|
作者
Kim, Won Hwa [1 ,4 ]
Adluru, Nagesh [5 ]
Chung, Moo K. [2 ]
Okonkwo, Ozioma C. [3 ,4 ]
Johnson, Sterling C. [3 ,4 ]
Bendlin, Barbara B. [3 ,4 ]
Singh, Vikas [1 ,2 ,4 ]
机构
[1] Univ Wisconsin, Dept Comp Sci, Madison, WI 53706 USA
[2] Univ Wisconsin, Dept Biostat & Med Informat, Madison, WI 53792 USA
[3] William S Middleton Vet Affairs Hosp, Madison, WI 53792 USA
[4] Wisconsin Alzheimers Dis Res Ctr, Madison, WI 53792 USA
[5] Waisman Ctr Mental Retardat & Human Dev, Madison, WI 53705 USA
关键词
Brain connectivity; Non-Euclidean wavelets; Multi-resolution analysis; Graph wavelets; Diffusion tensor imaging (DTI); Family history; Alzheimer's disease (AD); EUCLIDEAN WAVELETS APPLICATIONS; COGNITIVELY NORMAL INDIVIDUALS; WHITE-MATTER MICROSTRUCTURE; DEFAULT-MODE; FUNCTIONAL CONNECTIVITY; STRUCTURAL CONNECTIVITY; NATIONAL INSTITUTE; MATERNAL HISTORY; FAMILY-HISTORY; RISK;
D O I
10.1016/j.neuroimage.2015.05.050
中图分类号
Q189 [神经科学];
学科分类号
071006 ;
摘要
There is significant interest, both from basic and applied research perspectives, in understanding how structural/functional connectivity changes can explain behavioral symptoms and predict decline in neurodegenerative diseases such as Alzheimer's disease (AD). The first step in most such analyses is to encode the connectivity information as a graph; then, one may perform statistical inference on various 'global' graph theoretic summary measures (e.g., modularity, graph diameter) and/or at the level of individual edges (or connections). For AD in particular, clear differences in connectivity at the dementia stage of the disease (relative to healthy controls) have been identified. Despite such findings, AD-related connectivity changes in preclinical disease remain poorly characterized. Such preclinical datasets are typically smaller and group differences are weaker. In this paper, we propose a new multi-resolution method for performing statistical analysis of connectivity networks/graphs derived from neuroimaging data. At the high level, the method occupies the middle ground between the two contrasts - that is, to analyze global graph summary measures (global) or connectivity strengths or correlations for individual edges similar to voxel based analysis (local). Instead, our strategy derives a Wavelet representation at each primitive (connection edge) which captures the graph context at multiple resolutions. We provide extensive empirical evidence of how this framework offers improved statistical power by analyzing two distinct AD datasets. Here, connectivity is derived from diffusion tensor magnetic resonance images by running a tractography routine. We first present results showing significant connectivity differences between AD patients and controls that were not evident using standard approaches. Later, we show results on populations that are not diagnosed with AD but have a positive family history risk of AD where our algorithm helps in identifying potentially subtle differences between patient groups. We also give an easy to deploy open source implementation of the algorithm for use within studies of connectivity in AD and other neurodegenerative disorders. (C) 2015 Elsevier Inc. All rights reserved.
引用
收藏
页码:103 / 117
页数:15
相关论文
共 50 条
  • [31] Hierarchical multi-resolution decomposition of statistical shape models
    Juan J. Cerrolaza
    Arantxa Villanueva
    Rafael Cabeza
    Signal, Image and Video Processing, 2015, 9 : 1473 - 1490
  • [32] Repetitive transcranial magnetic stimulation regulates effective connectivity patterns of brain networks in the spectrum of preclinical Alzheimer's disease
    Liang, Xuhong
    Xue, Chen
    Zheng, Darui
    Yuan, Qianqian
    Qi, Wenzhang
    Ruan, Yiming
    Chen, Shanshan
    Song, Yu
    Wu, Huimin
    Lu, Xiang
    Xiao, Chaoyong
    Chen, Jiu
    FRONTIERS IN AGING NEUROSCIENCE, 2024, 16
  • [33] Preclinical Alzheimer's disease
    Gil-Gregorio, P.
    Yubero-Pancorbo, R.
    REVIEWS IN CLINICAL GERONTOLOGY, 2014, 24 (02) : 117 - 121
  • [34] Indexing Structures for the Efficient Multi-Resolution Visualization of Big Graphs
    Mesiti, Marco
    Pennacchioni, Mario
    Perlasca, Paolo
    IEEE ACCESS, 2023, 11 : 103585 - 103600
  • [35] Brain Connectivity and Graph Theory Analysis in Alzheimer's and Parkinson's Disease: The Contribution of Electrophysiological Techniques
    Miraglia, Francesca
    Vecchio, Fabrizio
    Pappalettera, Chiara
    Nucci, Lorenzo
    Cotelli, Maria
    Judica, Elda
    Ferreri, Florinda
    Rossini, Paolo Maria
    BRAIN SCIENCES, 2022, 12 (03)
  • [36] MultiResGNet: Approximating Nonlinear Deformation via Multi-Resolution Graphs
    Li, Tianxing
    Shi, Rui
    Kanai, Takashi
    COMPUTER GRAPHICS FORUM, 2021, 40 (02) : 537 - 548
  • [37] Ultra-high-resolution time-frequency analysis of EEG to characterise brain functional connectivity with the application in Alzheimer's disease
    Cao, Jun
    Zhao, Yifan
    Shan, Xiaocai
    Blackburn, Daniel
    Wei, Jize
    Erkoyuncu, John Ahmet
    Chen, Liangyu
    Sarrigiannis, Ptolemaios G.
    JOURNAL OF NEURAL ENGINEERING, 2022, 19 (04)
  • [38] Multi-resolution analysis of geometry signals
    Peng, Guojun
    Zhang, Mingmin
    Tan, Jiawan
    Ke, Ranxuan
    Journal of Computational Information Systems, 2008, 4 (04): : 1687 - 1694
  • [39] Multi-scale, multi-resolution brain cancer modeling
    Zhang, Le
    Chen, L. Leon
    Deisboeck, Thomas S.
    MATHEMATICS AND COMPUTERS IN SIMULATION, 2009, 79 (07) : 2021 - 2035
  • [40] Return predictability: A multi-resolution analysis
    Deng, Ai
    Advances in Computational Methods in Sciences and Engineering 2005, Vols 4 A & 4 B, 2005, 4A-4B : 1272 - 1279