International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B7. Istanbul 2004
4.2 The IKONOS image.
Figure 5. The IKONOS image of a forestry zone
The goal of this work is to perform an efficient classification of
forestry scenes and more particularly to segment the forest in
tree density classes. The classes of density of trees are visually
very close from one to another; they differ only by their high
frequency distribution.
A test was carried out on a IKONOS panchromatic image of
635x563 pixels which represents a forest scene of Labrador
(Figure 4). On this image we can clearly distinguish different
tree density classes, two lakes and non-stocked zones. We chose
to fix the number of classes to 5: 3 different tree density classes
(from dense to sparse), a class for the clear land and a class for
the lakes. The results are given in the Figure 6, Figure 7 and
Figure 8.
Figure 6.
zr» B »
Figure 7. The Laws Filters
36
! Figure 8. The LMS method
From these results, it clearly appears that the proposed
algorithm gives more homogeneous segments and that the 3 tree
density classes can easily be differentiated (Figure 8).
Furthermore, the results given by the analysis based on the
Haralick texture parameters are very heterogeneous. The lakes
are not detected and the density classes as well as the "non-
stocked" class are completely mixed (Figure 6). Generally, the
obtained classes do not seem to correspond to those which one
can visually detect in the IKONOS image. The Laws filter
approach gives homogenous results but the lakes are missed and
confusion exists between the tree density classes.
5. CONCLUSION
We have seen that the method based on the multifractal
analysis, that we propose, gives good results in the case of
IKONOS image, but also with brodatz textures. The tree density
classes appear clearly and the non-wooded zones and the lakes
are well detected. The LMS method uses only the high
frequencies to classify the image. It would be interesting to
integrate additional information, such as low frequencies, to the
approach. This could help to identify regions with smooth
textures, and to differentiate classes having very little local grey
level variability but very different mean values. The
multifractal analysis is an interesting tool for the texture
analysis because it enables to characterize the singularities in a
local and global way. However, the parameters required for the
algorithm are not easy to compute automatically. A study on the
automatic estimation of these parameters will be considered in a
future work. It is also envisaged to use other classification
methods than the K-means in order to see the possible profits in
term of percentage of classification. Preliminary tests on the use
of the Legendre spectrum are also in hand and give promising
results.
A ground truth image is to be produced by a photo-interpreter
so that it will be possible to quantitatively measure the
effectiveness of the method on the IKONOS images at our
disposal.
Internationa
Abry, P., G
Ondelettes €
Arduini, F.
multifractal.
Internationc
Processing,
Berroir, J. !
doctorat de
Chellappa,
Textures 1
Transaction
ASSP-33, p
Daubechies
Industrial ai
Frisch, U. a
intermittenc
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Grassberget
strangeness
208.
Haralick, 1
Textural fe
on Systems,
Kam, L.
characteriz:
Concepts fc
Kaplan, L.
Classificati
Processing
Laws, K. |
238, pp. 37
Lévy Veh
Multifracta
Pattern Re
Mallat, S. :
Processing
Theory, Vo
Muzy, J.,
formalism
versus the
of Statistic
Pentland,
Scenes. /E
Intelligenc
Turiel, A
application
Journal on
Turner, M
functions. .