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Automatic Segmentation and Detection of Joints
in X-Ray Images
Institute of Mathematics, Mechanics and Computer ScienceSouthern Federal University
Alexey Mikhaylichenko, Yana Demyanenko, Elena Grushko
AIST, 2016
1 AIST 2016
Algorithm scheme
a)
⇒
b)
⇒
c)
⇒
⇒
d)
⇒
e)
⇒
f)
(a) Computation of edge map of image; (b) computation of top binarizationthreshold; (c) edge thinning; (d) computation of optimal binarization threshold;
(e) binarization; (f) chaining process
3 AIST 2016
Edge map
a) b) c)
(a) Sobel operator; (b) gradient vector flow field 1; (c) result of element-wisemultiplication (gamma correction applied to images)
1Xu C., Prince J. L. Snakes, Shapes, and Gradient Vector Flow
4 AIST 2016
Edge thinning
a) b)
(a) Result of applying non-maximum suppression; (b) result of binarizing withone of threshold
binarization is performed for each of thresholds
5 AIST 2016
Chaining
Violation of condition «does not intersect already existing fragments of boundson image» (left) and example of removing a discontinuity (right)
7 AIST 2016
Threshold computation
Process of threshold finding, T0 < .. < Ti < .. < Tn ≤ T
E* = max{Ei}i=0,n,T* — optimal threshold
9 AIST 2016
Comparison with Canny edge detector
a) b)
(a) Proposed method; (b) Canny edge detector with manually selectedthresholds, some of best results
10 AIST 2016
Experimental results
Results of applying the method to coronal and lateral projection of joint(success — 74%)
11 AIST 2016
Performance
Average time a single-threaded version (top); average time a multi-threadedversion (bottom)
12 AIST 2016
Conclusion
We propose an approach for automatic bone contours detection whichdoes not require homogeneity of regions. The main issues are:
I accurate edge fragments detection and elimination of discontinuitiesbetween them;
I the criteria for calculating numerical characteristics of the quality ofimage contours detection;
I the algorithm for tracing contours.
14 AIST 2016