HSPr review

From: Krzysztof Gajos (kgajos_at_cs.washington.edu)
Date: Fri Apr 11 2003 - 09:26:21 PDT

  • Next message: Sumit Sanghai: "PLanning as Heuristic Search : Review"

    Planning as Heuristic Search: New Results
    by B. Bonet and H. Geffner

    This paper presents a second generation of a planner based on
    heuristic search.

    This paper opens by presenting the first incarnation of the heuristic
    search planner (HSP)and summarizing its relative strengths and
    weaknesses compared to the other state of the art planners such as
    Graphplan and Satplan. HSP was found to produce valid plans for a
    larger set of problems than any of its competitors but often took more
    time to find the plans and returned suboptimal (though still good)
    plans.

    The main insight of HSP was that with a good enough heuristic, search
    through the state was plausible because a large portion of the space
    could be quickly pruned out. The drawback of the approach was that a
    new heuristic had to be computed at every step in the search process.
    HSPr, the improvement over HSP described in this paper, solves the
    problem by conducting the search backwards from the goal -- this
    allows it to compute the heuristic only once per each node thus
    significantly speeding up the search.

    Like Graphplan, HSPr begins the process by detecting possible mutex
    relationships among nodes in order to pre-prune the search space
    before starting the search.

    Finally, probably one of the most important decisions in the design of
    HSPr was to use a non-admissible but very informative heuristic to
    guide the search. The heuristic ocassionally overestimates when
    multiple goals can be achieved with the same action. However the
    authors preferred it to a maximum (rather than summation) based
    heuristic because of its prunning power. A great challenge for the
    heuristic search approach to planning would be to find an informative
    admissible heuristic which is also fast to compute.

    As usual, it would be very interesting to see if this approach could
    be extended to more complex planning problems. The main challenge
    would be to find easy to solve relaxed versions of the problem whose
    solutions would constitute an informative guiding heuristic for the
    search process.


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