Planning With Resources

Cover Planning With Resources
Planning With Resources
David Ari Rosenblitt
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That is, if i is an establisher of j, then ai is an establisher of aj.
The search procedure runs by iteratively removing elements from PARTIAL- PLANS. When a plan P is removed from PARTIAL-PLANS, new plans are added to PARTIAL-PLANS, where each new plan is obtained by either adding a new precedence constraint to P or adding a new node and a new precedence constraint to P. This removal process makes the plans that appear in PARTIAL-PLANS get longer. A breadth first search (in which PARTIAL-PLANS
... is treated as a queue) will eventually remove all the short plans and, assuming that some solution exists, the completeness invariant ensures that a solution will eventually be found. '^ 2. 3. The Nonlinear Planning Algorithm The nonlinear planning with resources algorithm proceeds as follows: 1) Initialize PARTIAL-PLANS to the set {Pq}, where Pq contains only the nodes I and G.
2) Remove some plan P in PARTIAL-PLANS.
3) Return P if it has no open preconditions, unsafe causal links, or resource deficits.


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