bul 2004 International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B2. Istanbul 2004
anbul 2004
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AR image stationarity
requirement can not be satisfied by optical sensors which can
not regularly provide useable images of the land surface. In this
sense, SAR imagery, which has an assured periodicity, is the
I most suitable data to satisfy the requirement.
The method developed in this study enabled the discrimination
of “change” to be detected in the N™ (N > 1) observation,
and separated into stationary change or nonstationary change
by comparing the change with the former archived data (1 : N-
1). The method consisted of two steps.
In the first step, stationarity of change was extracted by time
series analysis performed on the multitemporal SAR images
and a change process model was built into each pixel. A
disadvantage of using SAR data is its speckle noise, which
j makes image interpretation difficult. Most of the speckle noise
1998 reduction filters have a common defect of degrading spatial
resolution. Principal Component Analysis (PCA) was adapted
to multitemporal SAR images to reduce the speckle noise by
maximizing the advantage of temporal information as a test.
PCA resulted in much clear image compared to the single
image (refer to Figure 3). In addition, there are several
multitemporal speckle filters (e.g. Bruniquel and Lopés, 1997;
Coltuc et al., 2000; Ciuc et al., 2001). But still PCA and most
of their filters do not use the information of periodical change
of feature. On the other hand, time series analysis has focused
on the periodicity, and enabled the extraction of both authentic
change (i.e. base fluctuation) and the noise (i.e. deviated
fluctuation). A key distinguishing feature for developing this
method is in its extraction of trend variations; cyclic and
| seasonal variations; and irregular variations. Intended change
patterns were extracted by wrapping the noise and deviation
inside irregular variation. Time series analysis was applied
using a method which calculated base fluctuations by adapting
the Maximum Entropy Method (MEM) as a spectral analysis
method, and Nonlinear Least Mean Square (NLMS) algorithms
as a temporal analysis method (Saito er a/., 1994). This method
Figure 3. Effect of time series analysis
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