SEGMENTING HEAD & NECK MR IMAGES
Antal Nagy
Department of Image Processing and Computer Graphics University of Szeged
27th Summer School on Image Processing
Timişsoara, România, 2019
SEGMENTING HEAD & NECK MR IMAGES Antal Nagy Department of - - PowerPoint PPT Presentation
SEGMENTING HEAD & NECK MR IMAGES Antal Nagy Department of Image Processing and Computer Graphics University of Szeged 27th Summer School on Image Processing Timi soara, Rom nia, 2019 Segmenting Head & Neck MR images 2
Antal Nagy
Department of Image Processing and Computer Graphics University of Szeged
27th Summer School on Image Processing
Timişsoara, România, 2019
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are determined from its projection images
homogeneous absorbing material
represents an object emitting radioactive rays into the surrounding space
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Courtesy of http://www.whatisnuclearmedicine.com Courtesy of https://medical-dictionary.thefreedictionary.com
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Intensity of gamma radiation Liver scan after the „vector-gradient” process Kidney study 3D Phase and Amplitude images
SEGAMS nuclear medicine system
correction
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muscle (SCM)
deformation
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coronal sagital axial
Make your own input
Superresolution reconstruction of magnetic resonance images
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algorithms’ results
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the head and neck region
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by a Gaussian
by a B-spline modeling of the bias field itself
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do not have a fixed meaning
New variants of a method of MRI scale standardization. IEEE Transactions on Medical Imaging, 19(2), 143-150. DOI: 10.1109/42.836373
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can be washout
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between images
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Courtesy of Attila Tanács
can be transformed to other mobilities
3D position help the decision
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Courtesy of Attila Tanács
into a common reference space
transformed into a new study space
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Courtesy of Attila Tanács
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into reference space as well with the resulting transformation
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segmented
between the new study and the reference study
transformations on the
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Courtesy of Attila Tanács
Early result
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Courtesy of Attila Tanács
Early result
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Spinal cord (green), trachea (yellow), Carotid (red), Jugular (blue), Parotid (brown), SCM (cyan)
Elastix ITK composite
Courtesy of Attila Tanács
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Hard to judge visually → Numerical evaluation is needed
Elastix ITK composite
Courtesy of Attila Tanács
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The atlases generated by the elastix registration provide clearly better coverages
Courtesy of Attila Tanács
elastix Composite Organ Max Mean (SD) Max Mean (SD) Spinal cord 100.0% 61.5% (25.1%) 96.7% 36.6% (24.7%) Trachea 87.7% 48.9% (22.9%) 84.8% 42.8% (21.4%) Carotid (left) 83.4% 31.1% (18.2%) 54.1% 19.9% (11.3%) Carotid (right) 69.3% 26.6% (16.3%) 44.7% 18.7% (10.7%) Jugular (left) 76.9% 37.4% (18.8%) 70.7% 23.1% (16.1%) Jugular (right) 82.1% 35.5% (18.4%) 60.8% 23.6% (13.5%) Parotid (left) 98.8% 54.2% (27.2%) 89.4% 37.1% (23.9%) Parotid (right) 99.9% 56.2% (27.7%) 98.3% 39.1% (26.8%) SCM (left) 100.0% 58.1% (29.1%) 92.4% 41.5% (25.6%) SCM (right) 99.7% 51.5% (28.3%) 96.0% 38.1% (26.3%) Carotid as jugular 52.8% 9.4% (11.2%) 28.6% 4.9% ( 5.7%) Jugular as carotid 49.5% 4.7% (7.6%) 39.9% 4.9% (7.2%)
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Problem Tubular structures close to each other Similar intensity values Experience Overlap occurs mainly in the outer, less likely regions of the atlases Left two images: High overlapping (mean 14%) Right two images: low overlapping (1,26%) Average overlapping: 4,7 % (SD 7,6%)
Courtesy of Attila Tanács
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Courtesy of Attila Tanács
elastix Composite Distance (SD) X Y Z Distance (SD) Spinal cord 4.77 (2.00) 0.72 1.78 4.03 8.43 (5.09) Trachea 6.86 (3.03) 0.97 2.17 6.14 7.60 (5.11) Carotid (left) 4.79 (2.34) 1.21 1.18 4.12 7.10 (5.41) Carotid (right) 4.57 (2.20) 1.12 1.39 3.86 6.53 (4.36) Jugular (left) 4.38 (2.64) 1.43 1.25 3.55 6.60 (5.19) Jugular (right) 4.41 (1.89) 1.35 1.51 3.43 7.78 (4.86) Parotid (left) 4.02 (3.06) 1.25 1.67 3.00 9.28 (9.11) Parotid (right) 4.83 (2.57) 1.47 2.25 3.38 8.74 (5.40) SCM (left) 4.08 (1.79) 1.53 1.57 2.96 6.24 (5.03) SCM (right) 4.26 (1.75) 1.44 1.70 3.09 7.50 (3.84)
Statistical Organ Atlas in the Head-Neck Region, ISPA 2017
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Upper region Lower region
for each 4x4 block in the 16x16 neighborhood
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Courtesy of Dominik Hirling
using the neighbor correct slices
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Courtesy of Dominik Hirling
and can be found in the result of the strict model before the hole filing and the maximal object selection
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Courtesy of Dominik Hirling
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Courtesy of Dominik Hirling
the atlas area and object far away from each other
two not marked slices
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Courtesy of Dominik Hirling
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RME a r SPC p F1 Jaccard var N38 10.61% 97.54% 91.11% 99.42% 98.20% 94.42% 90.99% 10.09% N42 10.46% 97.53% 92.59% 98.91% 96.96% 94.60% 89.72% 11.06% N31 21.89% 96.62% 80.75% 99.38% 97.08% 86.45% 85.67% 20.40% N41 23.76% 96.13% 84.61% 98.72% 92.25% 87.43% 80.14% 24.56% N39 17.26% 96.82% 86.21% 99.05% 95.87% 90.22% 85.79% 18.14% N51 15.62% 97.65% 87.93% 98.88% 96.49% 91.47% 86.97% 15.62% Avg. 17.43% 96.78% 86.33% 99.12% 95.77% 90.80% 89.02% 13.32%
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N38 N42 RME: RME: 11.45% 15.27% 14.83% 8.73% 17.17% 16.31%
Courtesy of Dominik Hirling
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N31 N41 RME: RME: 24.82% 21.65% 26.52% 27.23% 22.29% 49.55%
Courtesy of Dominik Hirling
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J(A,B) 67.35% 44.87% Var(A,B) 48.48% 122.86% J(A,B) 63.20% 51.57% Var(A,B) 58.24% 93.91% Jaccard-index: 𝐾 𝐵, 𝐶 = 𝐵 ∩ 𝐶 𝐵 ∪ 𝐶 (∗ 100) Variability: 𝑤𝑏𝑠 𝐵, 𝐶 = 𝐵 ∪ 𝐶 − 𝐵 ∩ 𝐶 𝐵 ∩ 𝐶 (∗ 100)
Courtesy of Dominik Hirling
Neck Area, Local Scientific Student Conference
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Courtesy of László Varga
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Parotid gland Non Parotid gland
Courtesy of László Varga
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DSC= 2 ∗
𝑞∗𝑠 𝑞+𝑠 (∗ 100)
Organ DSC Trachea 0.823 Spinal cord 0.866 Parotid 0.814 SCM 0.814 Carotid 0.624 Jugular 0.659
Courtesy of László Varga
in the literature
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Courtesy of László Varga
foreground segmentation of organs on MRI images of the head-neck area, Neumann Kollokvium 2017
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Method on DCE-MRI Images. Springer International Publishing, 2016,
International Conference on Data Mining, pp. 413–422, 2008.
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Courtesy of Urbán Szabolcs
DSC:82% 8% DSC:80% 8% DSC:74% 7%
local RF segmentation of head and neck organs on multimodal MRI images, ISPA 2017
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in the head and neck region
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number
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Image processing group
Physicians
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