In: Wagner W„ Szekely, B. (eds.): ISPRS TC VII Symposium - 100 Years ISPRS, Vienna, Austria, July 5-7, 2010,1 APRS, Vol. XXXVIII, Part 7B
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spring crops at h . Obtained results are very satisfactory, as
confirmed by both the high kappa and OA% values reported in
Table 2 (always higher than 0.79 and 92, respectively). More
over, by employing the majority voting ensemble it is possible
to further improve the performances and obtaining for both
indexes accuracies even closer to those obtained by PCCml and
PCCsvm with a fully-supervised training at both dates.
Dataset I
Dataset II
Dataset III
K
kappa
OA%
kappa
OA%
kappa
OA%
40
0.8925
96.59
0.8403
95.09
0.7955
92.61
60
0.8903
96.53
0.8458
95.21
0.8488
94.97
80
0.8822
96.25
0.8412
95.11
0.8441
94.80
100
0.8878
96.47
0.8470
95.31
0.8502
94.93
PSCTW
0.9076
97.08
0.8649
95.82
0.8622
95.32
P CCml
0.9339
97.88
0.9323
97.83
0.9330
97.86
PCC 5KM
0.9501
98.36
0.9359
97.90
0.9703
99.02
Table 2. kappa coefficient of accuracy and OA% obtained for
the “bare soil to spring crops” land-cover transition.
While addressing the “alfalfa to com” transition with the pro
posed PSCD technique, from all the training pixels reported in
Table 1, we considered the only 2031 available for alfalfa at t\
and the only 2664 spatially-disjoint available for com at h .
Such a transition is rather difficult to characterize, as only ex
perienced by few fields in the considered area. Indeed, accord
ing with the results in Table 3, this is confirmed by the very low
accuracies obtained by PCCm, despite fully-supervised training.
Instead, in the light of the high complexity of the problem, per
formances exhibited by the proposed method are very promis
ing, especially for Dataset II and Dataset III. Moreover, with
the majority voting ensemble the gap with respect to PCC SVM
becomes very small (Dataset II) or it is even possible to outper
form results obtained with SVMs (Dataset III).
Dataset I
Dataset II
Dataset III
K
kappa
OA%
kappa
OA%
kappa
OA%
40
0.6725
97.36
0.8549
98.79
0.8117
98.40
60
0.7110
97.79
0.8190
98.49
0.8343
98.60
80
0.6530
97.25
0.8172
98.45
0.8206
98.45
100
0.6553
97.32
0.7233
97.92
0.8367
98.62
PSCD WK
0.7524
98.16
0.8896
99.06
0.9079
99.22
PCC mi
0.5163
96.87
0.5134
96.86
0.5353
97.05
P CCsvm
0.9003
99.08
0.9244
99.32
0.8969
99.04
Table 3. kappa coefficient of accuracy and OA% obtained for
the “alfalfa to com” land-cover transition.
5. CONCLUSIONS
In this paper we presented a novel partially-supervised change-
detection (PSCD) technique capable of addressing targeted
change-detection problems where the objective is to identify
one (or few) targeted land-cover transitions, under the assump
tion that ground-truth information is available for the only (few)
class(es) of interests at the two investigated dates.
In this context, either supervised or unsupervised standard ap
proaches cannot be effectively employed. The proposed
method, instead, allows exploiting the only prior knowledge
available for the specific land-cover classes of interest at the
two times, while providing accuracies comparable with those of
fully-supervised methods. In particular, the PSCD technique
relies on a partially-supervised approach and jointly exploits the
Expectation-Maximization (EM) algorithm and an iterative
labelling strategy based on Markov random fields (MRF) ac
counting for spatial and temporal correlation between the two
images. Moreover, it also allows handling images acquired by
different sensors at the two considered times. Experimental
results on multi-sensor datasets derived from multispectral,
hyperspectral and SAR data confirmed the effectiveness and the
reliability of the proposed technique
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