As a case study of the application of constraint-satisfaction representation, in this chapter we consider how to extend a traditional backward-chaining, partial-order planner to one that could reason about resources. We present an extended-plan language in which each variable is associated with a finite set of domain values. We discuss the associated changes this brings to planning algorithms. In addition, we present empirical results to demonstrate the efficiency gain of the extended planner, and to answer some of the utility questions regarding planning with constraint satisfaction
AbstractThis paper describes collage, a planner that utilizes a variety of nontraditional methods of...
Recent advances in constraint satisfaction and heuristic search have made it possible to solve class...
This document is a first year PhD report describing an emergent research line based on the efforts o...
To appropriately configure agents so as to avoid resource exhaustion, it is necessary to determine t...
AbstractIn most real-world reasoning problems, planning and scheduling phases are loosely coupled. F...
Planning problems deal with finding a (shortest) sequence of actions that transfer the initial state...
Abstract. This paper concerns the problem of resource reasoning in planning. It defines formally a c...
Planning activity needs to deal with the problem of incomplete and dynamic knowl-edge. In a typical ...
Branching and lower bounds are two key notions in heuristic search and combinatorial optimization. B...
Constraint Programming provides a natural way to encode combinatorial search problems. AI Planning p...
This thesis deals with planning problems and Boolean satisfiability problems that represent major ch...
Constraint satisfaction techniques are used frequently for solving scheduling problems, but they are...
The areas of planning and scheduling (from the Artificial Intelligence point of view) have seen impo...
Recently tremendous advances have been made in the performance of AI planning systems. However incre...
An AI planning problem is one in which an agent capable of perceiving certain states and of performi...
AbstractThis paper describes collage, a planner that utilizes a variety of nontraditional methods of...
Recent advances in constraint satisfaction and heuristic search have made it possible to solve class...
This document is a first year PhD report describing an emergent research line based on the efforts o...
To appropriately configure agents so as to avoid resource exhaustion, it is necessary to determine t...
AbstractIn most real-world reasoning problems, planning and scheduling phases are loosely coupled. F...
Planning problems deal with finding a (shortest) sequence of actions that transfer the initial state...
Abstract. This paper concerns the problem of resource reasoning in planning. It defines formally a c...
Planning activity needs to deal with the problem of incomplete and dynamic knowl-edge. In a typical ...
Branching and lower bounds are two key notions in heuristic search and combinatorial optimization. B...
Constraint Programming provides a natural way to encode combinatorial search problems. AI Planning p...
This thesis deals with planning problems and Boolean satisfiability problems that represent major ch...
Constraint satisfaction techniques are used frequently for solving scheduling problems, but they are...
The areas of planning and scheduling (from the Artificial Intelligence point of view) have seen impo...
Recently tremendous advances have been made in the performance of AI planning systems. However incre...
An AI planning problem is one in which an agent capable of perceiving certain states and of performi...
AbstractThis paper describes collage, a planner that utilizes a variety of nontraditional methods of...
Recent advances in constraint satisfaction and heuristic search have made it possible to solve class...
This document is a first year PhD report describing an emergent research line based on the efforts o...