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        <article-title>Evaluating Probabilistic Reasoning Systems</article-title>
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      <contrib-group>
        <contrib contrib-type="author">
          <string-name>Adnan Darwiche</string-name>
        </contrib>
        <contrib contrib-type="author">
          <string-name>Rina Dechter</string-name>
        </contrib>
      </contrib-group>
      <abstract>
        <p>The probabilistic reasoning evaluation took place during the month preceding the UAI conference. Its results will be presented at the applications workshop, and a full report on the methodology, benchmarks and results will be posted at the evaluation webpage following the UAI conference.</p>
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      <title>Motivation</title>
      <p>Over the past two decades a variety of exact and approximate algorithms were
developed across several communities (e.g. UAI, NIPS, SAT/CSPs) for
answering optimization and likelihood queries over probabilistic graphical models.
Since all these tasks are NP-hard, theoretical guarantees are rare and empirical
evaluation becomes a central evaluation tool. Yet, the empirical comparison
between algorithms requires agreement on representations, benchmarks and
evaluation criteria which is challenging, especially in the context of approximation
algorithms.</p>
      <p>Some communities have already addressed similar challenges through yearly
empirical evaluations and competitions (e.g. SAT, CSP and planning) which
proved e®ective, leading to algorithmic advances and to software development
and dissemination. We believe that such an e®ort could bene¯t probabilistic
inference algorithms as well. Probabilistic reasoning presents additional
challenges, however, as it tends to be harder, requires heterogenous knowledge
representation frameworks, and must deal with the issue of evaluating approximate
inference algorithms.</p>
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      <title>Goals</title>
      <p>Our goal is to use the evaluation as a process that will help establish some
standards for evaluating probabilistic reasoning systems based on both exact
and approximate algorithms. Another long term goal is to reinforce a tradition
of building and sharing probabilistic reasoning systems that allow easy access to
state-of-the-art inference algorithms by members of the broader scienti¯c and
engineering communities. We hope to achieve a number of objectives:
² Increase the utilization of probabilistic inference algorithms in real-world
applications by reducing the investment needed for building applications
based on probabilistic reasoning.
² Allow newer members of the inference community to quickly capitalize
on the expertise of more senior members of the community by providing
broader access to existing code.
² Foster an environment where reported empirical results are accompanied
by the very systems used to obtain them.</p>
      <p>The actual UAI'08 probabilistic reasoning evaluation took place during the
month preceding the conference and its results are presented and discussed
during the applications workshop. The evaluation includes both Bayesian and
Markov networks and consider three inference tasks: probability of evidence
(partition function), most probable explanations (also called MPE or energy
minimization), and node marginals. The evaluation will consider both exact
and approximate algorithms, especially anytime algorithms that improve their
approximations with time. Details of the evaluation can be found at:</p>
      <p>A full report on the methodology, benchmarks and the results will be posted
at the evaluation webpage following the conference.</p>
      <p>Organizing Committee
² Fahiem Bacchus: http://www.cs.toronto.edu/»fbacchus/
² Je® Bilmes: http://ssli.ee.washington.edu/people/bilmes/
² (co-chair) Adnan Darwiche: http://www.cs.ucla.edu/»darwiche/
² (co-chair) Rina Dechter: http://www.ics.uci.edu/»dechter/
² Hector Ge®ner: http://www.tecn.upf.es/»hge®ner/
² Alexander Ihler: http://www.ics.uci.edu/»ihler/
² Joris Mooij: http://www.jorismooij.nl/
² Kevin Murphy: http://www.cs.ubc.ca/»murphyk/</p>
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