You first have to unzip the file. After that just double click the jar file. If that does not work, run the following code in the prompt: >java -jar unbbayes-version.jar
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In Windows you just have to press the 'del' key, but in Mac you have to presse 'ctr'+'del' keys.
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Although the CVS repository is active, we have stopped using it. Therefore, download UnBBayes current code you have to get it from our SVN repository as explained in the SVN source code menu at http://www.sourceforge.net/projects/UnBBayes.
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The easiest way to get UnBBayes' current version up and running is to download our source code in Eclipse using subversion plugin (http://subclipse.tigris.org/install.html). Once you download our source code, open the README.txt file and follow the instructions to install maven plugin in eclipse and make the project compile correctly (install the libraries into your local repository). We currently use Java 5. Due to some Mac compatibilities problems we did not migrate to Java 6 yet.
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To see how to use the exact inference go to our class in unbbayes.example.TextMode.java. There you will see the basic classes and methods needed to compile, add findings, propagate (update evidences), and get the marginal of a node.
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It is ready, but it still needs to be reviewed carefully. The link is http://sourceforge.net/apps/mediawiki/unbbayes/index.php?title=Visit_the_Tutorial. If you find any error or if you have any suggestion related to our tutorial, please let us know.
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We have not done anything related to that in our current work.
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I guess it depends on what Java compiler you use. I am pretty sure the releases we have available are for 32-bit. But you could compile the source code for a 64-bit.
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For exact we use Junction Tree and for approximate we have Likelihood Weighting and Gibbs Sampling.
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In our last release you are able to only represent the CLG (Gaussian), but we are working on implementing Junction Tree for CLG also. Besides that, we are also developing some distributions (like in Netica), including continuous, instead of just allowing the definition of CPTs (table entries) as it is done today. For the continuous nodes, the distribution will be discretized before performing inference (again, like in Netica).
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Yes.
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Yes.
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No. We currently support BN, ID, MSBN, OOBN, MEBN/PR-OWL, and partially CLG.
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No. Not in UnBBayes. We have another tool that might be helpful, UnBMiner. You should ask Prof. Dr. Marcelo Ladeira for that information.
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Not now. But it will as soon as we get the other distributions implemented.
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Yes.
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