In: Wagner W., Székely, B. (eds.): ISPRS TC VII Symposium - 100 Years ISPRS, Vienna, Austria, July 5-7, 2010, IAPRS, Vol. XXXVIII, Part 7B
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THE USE OF SIMILARITY IMAGES ON MULTI-SENSOR AUTOMATIC IMAGE
REGISTRATION
H. Gonçalves a ’ b *, J. A. Gonçalves a , L. Corte-Real c d
a Departamento de Geociências, Ambiente e Ordenamento do Territòrio, Faculdade de Cièncias, Universidade do Porto,
Rua do Campo Alegre s/n 4169-007 Porto, Portugal - (hernani.gonçalves,jagoncal)@fc.up.pt
b Centro de Investigaçâo em Cièncias Geo-Espaciais, Universidade do Porto, Rua do Campo Alegre, s/n 4169-007
Porto, Portugal
c Departamento de Engenharia Electrotécnica e de Computadores, Faculdade de Engenharia, Universidade do Porto,
Rua Dr Roberto Frias s/n 4200-465 Porto, Portugal
d INESC Porto, Rua Dr Roberto Frias s/n 4200-465 Porto, Portugal - lreal@inescporto.pt
Commission VII
KEY WORDS: Automation, Correction, Correlation, Georeferencing, Image, Matching, Mathematics
ABSTRACT:
Automatic image registration (AIR) is still a present challenge regarding remote sensing applications. Although several methods
have been proposed in the last few years, geometric correction is often a time and effort consuming manual task. The only AIR
method which is commonly used is the correlation-based template matching method. It usually consists on considering a window
from one image and passing it throughout the other, looking for a maximum of correlation, which may be associated to the
displacement between the two images. This approach leads sometimes (for example with multi-sensor image registration) to low
correlation coefficient values, which do not give sufficient confidence to associate the peak of correlation to the correct displacement
between the images. Furthermore, the peak of correlation is several times too flat or ambiguous, since more than one local peak may
occur. Recently, we have tested a new approach, which shortly consists on the identification of a brighter diagonal on a “similarity
image”. The displacement of this brighter diagonal to the main diagonal corresponds to the displacement in each axis. In this work,
we explored the potential of using the “similarity images“ instead of the classical “similarity surface”, considering both correlation
coefficient and mutual information measures. Our experiments were performed on some multi-sensor pairs of images with medium
(Landsat and ASTER) and high (IKONOS, ALOS-PRISM and orthophotos) spatial resolution, where a subpixel accuracy was
mostly obtained. It was also shown that the application of a low-pass filtering prior to the similarity measures computation, allows
for a significant increase of the similarity measures, reinforcing the strength of this methodology in multi-spectral, multi-sensor and
multi-temporal situations.
1. INTRODUCTION
Multi-sensor automatic image registration (AIR) is a present
challenge, with emphasis on remote sensing applications. Direct
georeferencing techniques, based on navigation instruments on
board the satellites allow for the determination of pixel
geolocation. Bringing images to a well defined cartographic
reference system allows for an approximate image registration
with any other precisely georeferenced imagery. Since ideally
image registration should be done at least at the pixel accuracy,
improvement is needed for most satellite images.
A wide variety of AIR methods may be found in the literature
(Brown, 1992; Fonseca, 1996; Zitovà, 2003). However, there
are several particularities on the registration of remote sensing
images which justifies continuous research in this field. These
particularities include differences in the radiometric content
(motivated by different spectral bands and/or different sensors),
the slope variation of the terrain covered by the image,
differences in the image acquisition geometry, among other
difficulties. A system which should automatically analyse all
these aspects and select the most appropriate method or a
combination of methods seems to be the most reasonable
solution for the complex problem of multi-sensor AIR.
The most popular methods for AIR are those based on similarity
measures, where the correlation coefficient plays an important
role (Inglada and Giros, 2004). This class of methods mainly
consists on taking a template from an image and pass it
throughout the other image, producing a similarity surface. The
shift between the images is expected to be associated to a well
defined peak on the similarity surface. However, in several
times, the surface peak may be associated to a low correlation
value, present a smooth peak leading to a less accurate location,
or even erroneous peaks may be found.
For the above mentioned facts, (Gongalves et al., 2008)
proposed an automatic image registration method based on
correlation and Hough transform, which allows for reducing
these weaknesses associated to the traditional approach of
correlation-based methods. In this work, this approach was
further explored by also considering the mutual information, as
well as an analysis regarding the computational time, evaluated
for different pairs of images. The proposed methodology is
described in section 2, and some examples of its application are
provided in section 3. The discussion and conclusions
correspond to sections 4 and 5, respectively.
* Corresponding author.