Full text: Proceedings, XXth congress (Part 7)

  
International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B7. Istanbul 2004 
  
cloud shadows. The DS fusion removes this kind of error by.de- 
creasing the credibility associated to this decision. The rate of 
classification after DS fusion is 63 96 . 
The final step is based on an evidential markovian approach. 
Each classified pixel is studied with a spatial context and its own 
mass function after the DS fusion [1]. The algorithm used in 
this step is the evidential ICM (Iterative Conditional Mode). The 
rate of good classification after this algorithm increase to 66 % 
(fig.2.d). 
CONCLUSION 
The new evidential fusion approach can distinct in a better 
way the uncertainty et inaccuracy notion in the mass functions. 
The FSEM algorithm compared to others algorithms used in the 
DS fusion enables possible to distribute a more realistic density 
for each simple or composed hypothesis. We have seen that the 
mass function initialization proposed in this article ease the fu- 
sion process. The mass function are no more estimated using 
an empirical approach, so the algorithm is completely automatic 
and we do not need any a priori information about the data. 
Application to remote sensing multispectral images with 
some ecological indices and auxiliary data related to slope in- 
formation give a better classification result on the final decision- 
making. Redundant and heterogeneity information decrease 
some ambiguities related to a lack of data and some artefacts. 
Thus, the DS fusion developed method improves the result in 
comparaison with the result of LANDSAT TM SEM classifica- 
tion. 
REFERENCES 
[1] Bendjebbour, A., Delignon, Y., Fouque, L., Samson, V. and Pieczynski, W. 
(2001) Multisensor Image Segmentation Using Dempster-Shafer Fusion in 
Markov Fields Context, IEEE Trans. On Geoscience and Remote Sensing, 
vol. 39, p. 1789-1798. 
[2] Bentabet, L., Zhu, Y. M., Kaftdandjian, V., Babot, D. and Rombaut, 
M.(2000) Use of fuzzy clustering for determining mass functions in 
Dempster-Shafer theory, presented at Signal Processing Proceedings, 
WCCC-ICSP 2000. 5th International Conference on. 
[3] Bloch, I. and Maitre, H. (1994) Fusion de Données en Traitement d'Images : 
modeles d'information et décisions, Traitement du Signal, vol. 6, p. 1811- 
1823. 
[4] Bracker, H. (1996) Utilisation de la théorie de dempster/Shafer pour la clas- 
sification d'images satellitaires à l'aide de données multi-sources et multi- 
temporelles. : Rennes I, p. 178. 
[5] Caillol, H., A., H. and Pieczynski, W. (1993) Fuzzy random fields and unsu- 
pervised image segmentation, IEEE Transaction on Geoscience and Remote 
Sensing, vol. 31, p. 801-810. 
[6] Dempster, A. P. (1968) A generalisation of Bayesian inference, Journal of 
the Royal Statistical Society, p. 205-247. 
[7] Germain, M., Voorons, M., Boucher, J.-M. and Benie, G. B.(2002) Fuzzy 
statistical classification method for multiband image, presented at Procee- 
dings of the Fifth International Conference on Information Fusion, Anna- 
polis, Maryland, USA. 
[8] Lee, T., Richards, J. A. et Swain, P. H. (1987) Probabilistic and Eviden- 
tial Approches for Multisource data Analysis, IEEE Transactions on Geos- 
cience and Remote Sensing, vol. 25, p. 283-293. 
[9] Peddle, D. R. (1993) An Empirical Comparaison of Evidential reasoning, 
Linear Discriminant Analysis and Maximum Likelihood Algorithms for Al- 
pine Land Cover Classification, Canadian Journal of Remote Sensing, vol. 
19, p. 31-44. 
[10] Salzenstein, F. and Pieczynski, W. (1997) Parameter estimation in hidden 
fuzzy Markov random fields and image segmentation, Graphical Models 
and Image Processing, vol. 59, p. 205-220. 
[11] Shafer, G. (1976) A Mathematical "Theory of Evidence", vol. Princeton, 
NJ. 
[12] Verikas, A., Malmqvist, K. and Bacauskiene, M.(2000) Combining Neural 
Networks, Fuzzy Sets, and Evidence Theory Based Approaches for Ana- 
lysing Colour Images, presented at Neural Networks, 2000. IJCNN 2000, 
Proceedings of the IEEE-INNS-ENNS International Joint Conference on. 
[13] Zadeh, L. A. (1965) Fuzzy sets, Information and Control, vol. 8, p. 338- 
352. 
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