In deterministic OSP, the objective is to achieve an as valuable as possible subset of goals within a fixed allowance of the total action cost. Although numerous applications in various fields share this objective, no substantial algorithmic advances have been made beyond the very special settings of net-benefit optimization. Tracing the key sources of progress in classical planning, we identify a severe lack of domain-independent approximations for OSP, and start with investigating the prospects of abstraction approximations for this problem. In particular, we define the notion of additive abstractions for OSP, study the complexity of deriving effective abstractions from a rich space of hypotheses, and reveal some substantial, empirically...
The objective of optimal oversubscription planning is to find a plan that yields an end state with a...
We present a novel method for building ABSTRIPS style abstraction hierarchies in planning. The aim o...
AbstractWe present a novel method for building Abstrips style abstraction hierarchies in planning. T...
In deterministic OSP, the objective is to achieve an as valu-able as possible subset of goals within...
In deterministic oversubscription planning, the objective is to achieve an as valuable as possible s...
While in classical planning the objective is to achieve one of the equally attractive goal states at...
The aim of classical planning is to minimize the summed cost of operators among those plans that ach...
Oversubscription planning is the problem of choosing an action sequence which reaches a state with a...
Most modern heuristics for classical planning are specified in terms of minimizing the summed operat...
Oversubscription planning (OSP) is the problem of finding plans that maximize the utility value of t...
Many real-world planning problems are oversubscription problems where all goals are not simultaneous...
It is well-known that state abstraction can speed up planning exponentially, under ideal condi tions...
Abstraction heuristics are the state of the art in optimal classical planning as heuristic search. A...
Oversubscription planning (OSP) is the problem of choosing an action sequence which reaches a state ...
Ph.D. Thesis, Computer Science Dept., U. Rochester; Prof. Dana H. Ballard, thesis advisor; simultane...
The objective of optimal oversubscription planning is to find a plan that yields an end state with a...
We present a novel method for building ABSTRIPS style abstraction hierarchies in planning. The aim o...
AbstractWe present a novel method for building Abstrips style abstraction hierarchies in planning. T...
In deterministic OSP, the objective is to achieve an as valu-able as possible subset of goals within...
In deterministic oversubscription planning, the objective is to achieve an as valuable as possible s...
While in classical planning the objective is to achieve one of the equally attractive goal states at...
The aim of classical planning is to minimize the summed cost of operators among those plans that ach...
Oversubscription planning is the problem of choosing an action sequence which reaches a state with a...
Most modern heuristics for classical planning are specified in terms of minimizing the summed operat...
Oversubscription planning (OSP) is the problem of finding plans that maximize the utility value of t...
Many real-world planning problems are oversubscription problems where all goals are not simultaneous...
It is well-known that state abstraction can speed up planning exponentially, under ideal condi tions...
Abstraction heuristics are the state of the art in optimal classical planning as heuristic search. A...
Oversubscription planning (OSP) is the problem of choosing an action sequence which reaches a state ...
Ph.D. Thesis, Computer Science Dept., U. Rochester; Prof. Dana H. Ballard, thesis advisor; simultane...
The objective of optimal oversubscription planning is to find a plan that yields an end state with a...
We present a novel method for building ABSTRIPS style abstraction hierarchies in planning. The aim o...
AbstractWe present a novel method for building Abstrips style abstraction hierarchies in planning. T...