Vessel tree reconstruction in thoracic CT scans with application to nodule detection

被引:118
|
作者
Agam, G
Armato, SG
Wu, CH
机构
[1] IIT, Dept Comp Sci, Chicago, IL 60616 USA
[2] Univ Chicago, Dept Radiol, Chicago, IL 60637 USA
关键词
fuzzy shape representation; image processing; lung nodule detection; mathematical morphology; medical imaging; regulated morphological operations; vessel enhancement filter; vessel tree reconstruction;
D O I
10.1109/TMI.2005.844167
中图分类号
TP39 [计算机的应用];
学科分类号
081203 ; 0835 ;
摘要
Vessel tree reconstruction in volumetric data is a necessary prerequisite in various medical imaging applications. Specifically, when considering the application of automated lung nodule detection in thoracic computed tomography (CT) scans, vessel trees can be used to resolve local ambiguities based on global considerations and so improve the performance of nodule detection algorithms. In this study, a novel approach to vessel tree reconstruction and its application to nodule detection in thoracic CT scans was developed by using correlation-based enhancement filters and a fuzzy shape representation of the data. The proposed correlation-based enhancement filters depend on first-order partial derivatives and so are less sensitive to noise compared with Hessian-based filters. Additionally, multiple sets of eigenvalues are used so that a distinction between nodules and vessel junctions becomes possible. The proposed fuzzy shape representation is based on regulated morphological operations that are less sensitive to noise. Consequently, the vessel tree reconstruction algorithm can accommodate vessel bifurcation and discontinuities. A quantitative performance evaluation of the enhancement filters and of the vessel tree reconstruction algorithm was performed. Moreover, the proposed vessel tree reconstruction algorithm reduced the number of false positives generated by an existing nodule detection algorithm by 38%.
引用
收藏
页码:486 / 499
页数:14
相关论文
共 50 条
  • [1] Vessel-based registration with application to nodule detection in thoracic CT scans
    Wu, Changhua
    Agam, Cady
    MEDICAL IMAGING 2006: IMAGE PROCESSING, PTS 1-3, 2006, 6144
  • [2] Probabilistic nodule filtering in thoracic CT scans
    Wu, Changhua
    Agam, Cady
    MEDICAL IMAGING 2006: IMAGE PROCESSING, PTS 1-3, 2006, 6144
  • [3] Lung vessel suppression and its effect on nodule detection in chest CT scans
    Gu, Xiaomeng
    Xie, Weiyang
    Fang, Qiming
    Zha, Jun
    Li, Qiang
    MEDICAL IMAGING 2020: COMPUTER-AIDED DIAGNOSIS, 2020, 11314
  • [4] Lung Nodule Detection in CT Scans
    Antonelli, M.
    Frosini, G.
    Lazzerini, B.
    Marcelloni, F.
    PROCEEDINGS OF WORLD ACADEMY OF SCIENCE, ENGINEERING AND TECHNOLOGY, VOL 1, 2007, 1 : 128 - 131
  • [5] Analysis of a three-dimensional lung nodule detection method for thoracic CT scans
    Armato, SG
    Giger, ML
    MacMahon, H
    MEDICAL IMAGING 2000: IMAGE PROCESSING, PTS 1 AND 2, 2000, 3979 : 103 - 109
  • [6] Accuracy improvement of pulmonary nodule detection based on spatial statistical analysis of thoracic CT scans
    Takizawa, Hotaka
    Yamamoto, Shinji
    Shiina, Tsuyoshi
    IEICE TRANSACTIONS ON INFORMATION AND SYSTEMS, 2007, E90D (08) : 1168 - 1174
  • [7] Pulmonary nodule detection in CT scans with equivariant CNNs
    Winkels, Marysia
    Cohen, Taco S.
    MEDICAL IMAGE ANALYSIS, 2019, 55 : 15 - 26
  • [8] Effect of CAD system with a vessel suppression function on clinical lung nodule detection in chest CT scans
    Gu, Xiaomeng
    Chai, Yuliang
    Weiyang, Xie
    Zhao, Jun
    Li, Qiang
    MEDICAL IMAGING 2021: IMAGE PERCEPTION, OBSERVER PERFORMANCE, AND TECHNOLOGY ASSESSMENT, 2021, 11599
  • [9] Expectation maximization approach to vessel enhancemet in thoracic CT scans
    Agam, G
    Wu, CH
    MEDICAL IMAGING 2005: IMAGE PROCESSING, PT 1-3, 2005, 5747 : 1703 - 1712
  • [10] Probabilistic modeling based vessel enhancement in thoracic CT scans
    Agam, G
    Wu, CH
    2005 IEEE COMPUTER SOCIETY CONFERENCE ON COMPUTER VISION AND PATTERN RECOGNITION, VOL 2, PROCEEDINGS, 2005, : 684 - 689