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Mutual Information as a Measure for Image Quality of Temporally Subtracted Chest Radiographs Samantha Passen Samuel G. Armato III, Ph.D.

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Presentation on theme: "Mutual Information as a Measure for Image Quality of Temporally Subtracted Chest Radiographs Samantha Passen Samuel G. Armato III, Ph.D."— Presentation transcript:

1 Mutual Information as a Measure for Image Quality of Temporally Subtracted Chest Radiographs Samantha Passen Samuel G. Armato III, Ph.D.

2 Introduction Commonly, radiologists compare multiple chest radiographs side-by-side Current Previous

3 Introduction Kano et al. (1994)- Temporal Subtraction Detect ribcage edges and denote “lung mask” Current

4 Introduction ROIs involved in nonlinear geometric warping to align previous image to current Current Warped Previous

5 Introduction Temporal Subtraction Image

6 Related Work Difazio et. Al (1997) demonstrated improved radiologist diagnostic accuracy with temporal subtraction images Ishida et. Al. (1999) used local cross-correlation method to maximize alignment Armato et al. (2006) – automated identification of registration accuracy Feature-based linear discriminant analysis Based on radiologist ratings of images

7 Motivation While temporal subtraction images effectively enhance areas of pathologic change, misregistration of the images can mislead radiologists in diagnosis by obscuring or creating interval change Mutual information as a metric to quantify misregistered cases

8 Related Work Mutual Information confirmed to: Coselmon et al. (2004)- register volumetric image data Sanjay-Gopal et al. (1999) – register mammograms Pluim et al. (2003) – transformation technique to align images

9 Mutual Information (MI) Joint Histogram: Lower Entropy------------------Higher Entropy (misregistration) Mutual Information:

10 Materials Radiologists rated 138 temporal subtraction images from 1.0-5.9 Rating= 1.0Rating= 5.8

11 Previous Methods Calculate the correlation of the two radiologists’ ratings= 0.785 Calculated correlation coefficient of NMI values and radiologist’s ratings Correlation = 0.649

12 Good Rating: 5, Bad MI: 1.135 Clear difference between the two images, not due to misregistration but to interval change

13 Good Rating: 5, Bad MI: 1.135 Clear difference between the two images, not due to misregistration but to interval change

14 Motivation for New Data C alculate the NMI on portions of the bottom removed Pathologic change Positioning of the body affects diaphragm Inaccurately defining inferior bottom ribcages

15 Previous Key Results Maximum correlation = 0.785

16 New Methods Same radiologist rated left and right lungs on subtraction image separately Calculate NMI on right and left lung

17 Results- Correlation Coefficient Right max: 0.746 Left max: 0.752 Average max: 0.782

18 New Methods Randomly divide 69 patients into 2 sets Training Set: 34 patients, ~66.5 pairs of images Testing Set 35 patients, ~71.5 pairs of images 20 different trials Calculated NMI on all 35 combinations of parameters of testing set Determine correlation coefficient Choose 3 trials with maximum correlation coefficient

19 New Method Apply these parameters to testing sets and calculate: Correlation coefficient Calculate predicted rating Use regression line from training set and substitute MI value from testing set ROC analysis

20 Results 0%10%20%30%40%50%60% Full Resolution------- 256 Gray Levels------- 128 Gray Levels-----23 64 Gray Levels-1--210 32 Gray Levels-11-41115

21 Results Sensitivity = TP/(TP + FN) Specificity = TN/(TN+FP) TP = Calculated Rating < 3, True Rating < 3 TN = Calculated Rating ≥ 3, True Rating ≥ 3

22 Results SpecificitySensitivity Correlation Coefficient Max0.9360.8500.864 Min0.6960.4400.632 Average0.8510.6670.785

23 Results

24 New Method Calculate normalized cross-correlation to compare usefulness of MI technique Only compute 1 cross-correlation value for each pair of image when directly aligned

25 Results All cross-correlation values range from 0.999-1.0 Correlation with Radiologist’s ratings = 0.035 – 0.180 No Information Gained

26 Conclusion Successfully demonstrated a correlation between MI and radiologist evaluation Calculating the NMI on the top 50% of the lung mask and scaling to 128 bins has a correlation of 0.785, comparable to that of the two radiologists

27 Conclusion Maximum A z value for 60 testing sets = 0.915 For training set, cropping 50% of the lung mask and scaling to 32 gray levels maximum correlation and A z Mutual information gives complimentary information to that of cross-correlation

28 Future Work Mutual information can be incorporated into existing temporal subtraction algorithm Calculate NMI on warped previous and current images Determine if predicted rating < 3 Re-warp or inform radiologists

29 Questions?


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