Entropy-based particle correspondence for shape populations

被引:12
作者
Oguz, Ipek [1 ]
Cates, Josh [2 ]
Datar, Manasi [2 ]
Paniagua, Beatriz [3 ]
Fletcher, Thomas [2 ]
Vachet, Clement [2 ]
Styner, Martin [3 ]
Whitaker, Ross [2 ]
机构
[1] Univ Iowa, Iowa City, IA USA
[2] Univ Utah, Salt Lake City, UT USA
[3] Univ N Carolina, Chapel Hill, NC USA
关键词
Correspondence; Shape analysis; Entropy; CORTICAL SURFACE; DESCRIPTION LENGTH; MODELS; ALGORITHMS; GEOMETRY; SYSTEMS;
D O I
10.1007/s11548-015-1319-6
中图分类号
R318 [生物医学工程];
学科分类号
0831 ;
摘要
Statistical shape analysis of anatomical structures plays an important role in many medical image analysis applications such as understanding the structural changes in anatomy in various stages of growth or disease. Establishing accurate correspondence across object populations is essential for such statistical shape analysis studies. In this paper, we present an entropy-based correspondence framework for computing point-based correspondence among populations of surfaces in a groupwise manner. This robust framework is parameterization-free and computationally efficient. We review the core principles of this method as well as various extensions to deal effectively with surfaces of complex geometry and application-driven correspondence metrics. We apply our method to synthetic and biological datasets to illustrate the concepts proposed and compare the performance of our framework to existing techniques. Through the numerous extensions and variations presented here, we create a very flexible framework that can effectively handle objects of various topologies, multi-object complexes, open surfaces, and objects of complex geometry such as high-curvature regions or extremely thin features.
引用
收藏
页码:1221 / 1232
页数:12
相关论文
共 50 条
[41]   Entropy-Based Anomaly Detection in a Network [J].
Shukla, Ajay Shankar ;
Maurya, Rohit .
WIRELESS PERSONAL COMMUNICATIONS, 2018, 99 (04) :1487-1501
[42]   Entropy-Based Subjective Choice Models [J].
Aggarwal, Manish .
IEEE TRANSACTIONS ON KNOWLEDGE AND DATA ENGINEERING, 2022, 34 (05) :2164-2175
[43]   Entropy-based estimation of transfers in a terminal [J].
Sun, Lishan ;
Rong, Jian ;
Yao, Liya ;
Xu, Hao ;
Liu, Hongchao .
TRANSPORTATION PLANNING AND TECHNOLOGY, 2012, 35 (03) :303-315
[44]   Entropy-based shadowed set approximation of intuitionistic fuzzy sets [J].
Campagner, Andrea ;
Dorigatti, Valentina ;
Ciucci, Davide .
INTERNATIONAL JOURNAL OF INTELLIGENT SYSTEMS, 2020, 35 (12) :2117-2139
[45]   Machine Learning Enhanced Entropy-Based Network Anomaly Detection [J].
Timcenko, Valentina ;
Gajin, Slavko .
ADVANCES IN ELECTRICAL AND COMPUTER ENGINEERING, 2021, 21 (04) :51-60
[46]   Ion entropy and accurate entropy-based FDR estimation in metabolomics [J].
An, Shaowei ;
Lu, Miaoshan ;
Wang, Ruimin ;
Wang, Jinyin ;
Jiang, Hengxuan ;
Xie, Cong ;
Tong, Junjie ;
Yu, Changbin .
BRIEFINGS IN BIOINFORMATICS, 2024, 25 (02)
[47]   Simplification in translated Chinese: An entropy-based approach [J].
Liu, Kanglong ;
Liu, Zhongzhu ;
Lei, Lei .
LINGUA, 2022, 275
[48]   An Entropy-based Scheme for Automatic Target Recognition [J].
Friend, Mark A. ;
Bauer, Kenneth W., Jr. .
JOURNAL OF DEFENSE MODELING AND SIMULATION-APPLICATIONS METHODOLOGY TECHNOLOGY-JDMS, 2010, 7 (02) :103-114
[49]   TSALLIS ENTROPY-BASED FLOW DURATION CURVE [J].
Singh, V. P. ;
Cui, H. ;
Byrd, A. R. .
TRANSACTIONS OF THE ASABE, 2014, 57 (03) :837-849
[50]   Entropy-Based Behavioural Efficiency of the Financial Market [J].
Dinga, Emil ;
Oprean-Stan, Camelia ;
Tanasescu, Cristina-Roxana ;
Bratian, Vasile ;
Ionescu, Gabriela-Mariana .
ENTROPY, 2021, 23 (11)