This is the sample implementation of a Markov random
field based image segmentation algorithm described
in the following papers:
- Mark Berthod, Zoltan
Kato, Shan Yu, and Josiane Zerubia. Bayesian Image
Classification Using Markov Random Fields. Image
and Vision Computing, 14:285--295, 1996. Keyword(s):
Bayesian image classification, Markov random fields,
Optimisation.
- Zoltan Kato, Josiane
Zerubia, and Mark Berthod. Satellite Image
Classification Using a Modified Metropolis Dynamics.
In Proceedings of International Conference on
Acoustics, Speech and Signal Processing, volume 3,
San-Francisco, California, USA, pages 573-576, March
1992. IEEE.
- Zoltan Kato. Modélisations
markoviennes multirésolutions en vision par
ordinateur. Application a` la segmentation d'images
SPOT. PhD Thesis, INRIA, Sophia Antipolis, France,
December 1994. Note: Available in French (follow the
URL link) and English.
Keyword(s): computer vision, early vision, Markovian
model, multiscale model, hierarchical model, parallel
combinatorial optimization algorithm, multi-temperature
annealing, parameter estimation.
The main code (mrf.cpp) has been written by
Csaba
Gradwohl with some minor contributions from Zoltan Kato. The code is released under
the GNU
General Public License.
The program uses the Mersenne
Twister random number generator written by Agner Fog. The
generator itself is described in the following paper:
- M. Matsumoto and T. Nishimura. Mersenne Twister: A
623-dimensionally equidistributed uniform pseudorandom
number generator. ACM Transactions on Modeling
and Computer Simulation Vol. 8, No. 1, January
pp.3-30 (1998).
Installation
The code is platform independent. We have succesfully
compiled it under Linux (RedHat, Fedora, Debian) and
Windows (XP, 2003 server).
- You need wxWidgets 2.8 or later.
- Under Linux/Unix, please edit the makefile
under the linux subdirectory and then
$
make clean $ make should
compile and install the program (it is called
mrfdemo).
- Under Windows, we provide .NET 2005 (VC++8) compatible project
files. Open the mrfdemo solution file under the windows
subdirectory and choose Build -> Rebuild mrfdemo from the
menu to compile the program (it is called mrfdemo.exe). Make sure the
environment variable WXWIN is set correctly, otherwise you have to
modify the project settings. Note that only the Release configuration
works properly.
- Alternatively, you can also use the older
wxWindows 2.4 compatible solution files found
under the subdirectory windows-wxwin-2.4.x.
We provide both VC++6 as well as .NET (VC++7)
compatible project files. Of course, you need a
properly installed wxWindows 2.4 in order to
succesfully compile these versions.
Usage Notes
The program works on BMP images. Some test images are
provided under the images subdirectory. The program GUI
should be intuitive. Main steps:
- Load an image.
- Enter the number of pixel classes (~region
type).
- Push Select classes button.
- Press left mouse button over the input image and
draw a rectangle over a representative region of the
first class. Then push Next class button. The
mean and variance should appear in the Class
parameters window. Continue with the next class
until a representative rectangle for all classes has
been selected.
- Set the weight of doubleton potentials (default is
0.9) and the stopping threshold (iterations are stopped
when the energy change is less than the specified
value).
- Choose the optimization method from the pull-down list.
- Adjust the optimization method's parameters:
T0 - Initial temperature;
c - temperature scheduler (T(n+1) = c*T(n));
alpha - MMD's probability threshold.
- Push Do it >> button to execute segmentation.
- Optionally, you can save the segmentation result as
a BMP image.
During segmentation, the current classification
along with the temperature and global energy are
displayed at each iteration. At the end, the elapsed
CPU time (excluding GUI overhead!) is also
displayed.
Download
Full source and precompiled binaries are available as a
gziped tar or
zip archive.
The older wxWindows 2.4 compatible sources are also available as a
gziped tar or
zip archive.
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