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PDDL-based Goal Formulation Preconditions for the Decentral Agent #493
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retract goal classes that are order dependend when they have been fulfilledfawkes-robotino/src/clips-specs/rcll/goal-class.clp Lines 1287 to 1292 in 02c4715
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Enforce a more strict separation between preconditions that are necessary for formulating a precondition formula for goal formulation (i.e. accessing facts that hold information for a particular order, WP, etc.) and those that are required for actual goal formulation (i.e. transient facts that represent a world-state and need to be fulfilled to actually execute the goal). The former are captured in the form of CLIPS LHS preconditions before the goal-class for the corresponding goal is a asserted and serve configuration purposes. The latter are enforced in the form of the precondition formula that is continously evaluated, once asserted and grounded, against the current state of the world-model. The existing goal-class create and assert goals are updated accordingly.
Add the PDDL-based formulation precondition for the MOUNT-NEXT-RING goal. To make the goal and precondition more reasonable it is split into 2 rules.
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This PR relies on #312 in fawkesrobotics/fawkes
ISSUES gazsim-simtest causes performance issues that make it less likely for a build-test to pass.
Goal formulation on the decentralized agent so far relied on CLIPS rules that expressed preconditions on both domain and meta levels. For each class of goal, one or more rules were used. The domain-related preconditions expressed general executability in the context of the current world. Meta preconditions were used to cover anything from variable grounding to strategy decisions and priority management. This PR overhauls the formulation process using the new goal-class fact template and splits it into 3 distinct steps: goal-class creation, goal-class satisfaction checking, and goal-formulation.
The PR enables the use of new reasoning techniques like promises on the level of PDDL satisfaction checking, since the general executability check of the goal is moved into PDDL. It also proves the technical feasability of using PDDL representations for goal preconditions and shows possible techniques to deal with the performance limitations posed by large and dynamic grounding spaces.
Open Questions: