2017 IEEE 14th International Symposium on Biomedical Imaging (ISBI 2017) 2017
DOI: 10.1109/isbi.2017.7950723
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Contrast-independent curvilinear structure enhancement in 3D biomedical images

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Cited by 5 publications
(14 citation statements)
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“…c. Figure 4: Mean ROC curve for all the 9 vascular networks 3D images enhanced using the state-of-the-art approaches alongside the proposed MTHT Vesselness and MTHT Neuiteness (see legend for colours). Correspondingly, the mean AUC values can be found in Table II. PCT (vesselness and neuriteness) [18] and with the latest 3D enhancement approach [15]. Our proposed approach clearly has the highest mean AUC value (0.995) with a standard deviation equal to (0.006) for the proposed MTHT-vesselness.…”
Section: B 3d Vascular Network Complexitymentioning
confidence: 85%
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“…c. Figure 4: Mean ROC curve for all the 9 vascular networks 3D images enhanced using the state-of-the-art approaches alongside the proposed MTHT Vesselness and MTHT Neuiteness (see legend for colours). Correspondingly, the mean AUC values can be found in Table II. PCT (vesselness and neuriteness) [18] and with the latest 3D enhancement approach [15]. Our proposed approach clearly has the highest mean AUC value (0.995) with a standard deviation equal to (0.006) for the proposed MTHT-vesselness.…”
Section: B 3d Vascular Network Complexitymentioning
confidence: 85%
“…where θ j ∈ [0; 180). In 3D, as proposed in [18], [29], a point distribution on the sphere of unit radius is used to define the orientation u j of the 3D line structuring element as follows:…”
Section: B Proposed Methods Frameworkmentioning
confidence: 99%
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“…Phase congruency (PC) was first introduced in [16] and later combined with a local tensor to enhance curvilinear structures in 2D [17] and 3D [18] images. The majority of Hessian-based approaches rely on image intensity, which leads to poor enhancement or suppression of finer and lower intensity vessels, where Phase Congruency Tensor-based approaches are image contrast-independent.…”
Section: Phase Congruency Tensor-based Approachesmentioning
confidence: 99%
“…where θ j ∈ [0; 180). In 3D, as proposed in [42,18], a point distribution on the sphere of unit radius is used to define the orientation u j of the 3D line structuring element as follows:…”
Section: Multiscale Top-hat Transformmentioning
confidence: 99%