Full text: Proceedings, XXth congress (Part 7)

  
International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B7. Istanbul 2004 
figure that the peak of the overall accuracy (80,6396) is reached 
when the threshold value is 50%. 
  
Overall 
Threshold| Overall Average Combined 
Kappa 
(%) Accuracy X Accuracy Accuracy 
(96) 100 JUser'sProducer'sUser'sProducer's 
  
20% 72,89 | 4,71 |73,93| 51,66 |73,41| 62,28 
30% 76,06 | 22,24 |77,40| 58,52 |76,73| 67,29 
40% 77,46 | 35,32 |73,09| 65,33 [75,28] 71,40 
50% 80,63 | 51,19 |75,93| 75,30 |78,28| 77,97 
60% 74,65 | 45,01 |71,41| 75,83 |73,03| 75,24 
70% 64,08 | 32,98 |68,15| 72,01 |66,12| 68,05 
80% 42,61 | 11,28 [62,98] 59,08 |5S2,80| 50,85 
  
  
  
  
  
  
  
  
  
  
  
  
  
  
  
Table 2. The accuracy indices for the threshold values between 
20% and 80%. 
All the buildings contained within the study area were analyzed 
using the optimum threshold of 50%. An error matrix was 
generated by comparing the analyzed results with the reference 
data. The error matrix contains the overall accuracy, the user’s, 
and the producer’s accuracies for collapsed and un-collapsed 
buildings (Table 3). The overall accuracy (80,63%) was 
computed by dividing the sum of the diagonal of the error matrix 
(highlighted in gray) by the total number of the buildings (284). 
The producer's for collapsed, the producer's for un-collapsed, 
the user's for collapsed, and the user's for un-collapsed 
buildings were also computed as 63,29%, 87,31%, 65,79% and 
86,06% respectively. It is evident that, 55 buildings were 
incorrectly detected. Of these buildings, 29 were not detected as 
collapsed through the analysis. Instead, 26 un-collapsed 
buildings were detected as collapsed. The mis-detected buildings 
represent the omission and commission errors respectively. 
  
  
  
  
  
  
  
  
  
Reference 
Collapsed | Un-collapsed | Total 
Collapsed 50 26 76 
Un-collapsed 29 179 208 
Total 79 205 284 
Producer's 63,29 87,31 
User's 65,79 86,06 
Overall 80,63 
  
  
  
  
  
  
Table 3. Error matrix and accuracies 
80.63% 
  
100,00% > 
80,00% A 
  
  
  
  
  
  
  
> f | 
9 60.00% | {N - 
3 N —— accuracy 
9 40,00% | i 
« X j T. Hi 
20,0096 
0,0096 
9v o\e o\o ov 
Q v d$ $ 
Threshold 
  
Figure 9. The change of the overall accuracy as the threshold 
changes. 
4. CONCLUSIONS 
In this study, we presented an approach for detecting the 
earthquake-damaged buildings through shadow analysis of the 
watershed segmented post-event aerial imagery. The approach 
was implemented in an urban area of the city of Golcuk. A total 
of 284 buildings were analyzed to measure their conditions. The 
results are quite encouraging. Of the 79 collapsed buildings, 50 
were detected correctly providing a producer's accuracy of 
63.2994 and a user's accuracy of 65.7994. On the other hand, of 
the 205 un-collapsed buildings, 179 were labeled correctly 
providing a producer's accuracy of 87.3176 and a user's 
accuracy of 86.0696. The overall accuracy was computed as 
80.63%. 
We found that determining the optimum threshold for 
separating the damaged buildings from non-damaged is 
important. In the present case the optimum threshold was 
computed as 50%. This threshold value is valid for this study 
only, and should not be considered global. The proposed 
method has several shortcomings to be improved in the future. 
The selection of the the initial markers is one problem. The 
buffer zones that are defined by the user can be expanded or 
shrinked to find a better aggreement between the shadow pixels 
(generated by the algorithm) and the actual shadow pixels. 
REFERENCES 
Beucher, S. and Meyer, F., 1992. The morphological approach 
of segmentation: the watershed transformation. In: 
Mathematical Morphology in Image Processing, E. Dougherty, 
Ed., chapter 12, pp. 433-481. Marcel Dekker, New York. 
Gamba, P. and Casciati, F., 1998. GIS and Image Understanding 
for  Near-Real-Time Earthquake Damage Assessment. 
Photogrammetric Engineering and Remote Sensing, 64(10), pp. 
987-994. 
Hasegawa, H., Aoki, H., Yamazaki, F. and Sekimoto, I., 1999. 
Attempt for Automated Detection of Damaged Buildings Using 
Aerial HDTV Images. Proceedings of the 20" Asian Conference 
on Remote Sensing, Vol. 1, pp. 97-102. 
Huertas, A. and Nevatia, R., 1988. Detecting Buildings in Aerial 
Images. Computer Vision, Graphics, and Image Processing, 
41(2), pp. 131-152. 
Irvin, R.B., and McKeown, D.M., 1989. Methods for Exploiting 
the Relationship Between Buildings and Their Shadows in 
Aerial Imagery. IEEE Transactions On Systems, Man, and 
Cybernetics, 19(6), pp. 1564-1575. 
Ishii, M., Goto, T., Sugiyama, T., Saji, H. and Abe, K., 2002. 
Detection of Earthquake Damaged Areas from Aerial 
Photograph by Using Color and Edge Information. Proceedings 
of the Fifth Asian Conference on Computer Vision, pp. 27-32. 
Mitomi, H., Yamazaki, F. and Matsuoka, M., 2000. Automated 
Detection of Building Damage due to Recent Earthquakes 
Using Aerial Television Images. 21” Asian Conference on 
Remote Sensing, Vol. 1, pp. 401-406. 
646 
Intern 
San, I 
Space 
Schoo 
Geogr 
Unive 
Shafar 
Water 
IEEE 
Sonka 
Analys 
pp. 18 
Turket 
detecti 
Intern 
2450. 
Turkeı 
earthq 
and p 
Journc 
Turker 
buildir 
digital 
Journa 
Vincer 
an effi 
Transa 
13(6), |
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.