Bounded suboptimal search algorithms attempt to find a solution quickly while guaranteeing that the cost does not exceed optimal by more than a desired factor. These algorithms generally use a single admissible heuristic both for guidance and guaranteeing solution quality. We present a new approach to bounded suboptimal search that separates these roles, consulting multiple sources of potentially inadmissible information to determine search order and using admissible information to guarantee quality. An empirical evaluation across six benchmark domains shows the new approach has better overall performance
It is well-known that while strict admissibility of heuristics in problem solving guarantees the opt...
We focus on relatively low dimensional robot motion planning problems, such as planning for navigati...
Identifying a small number of features that can represent the data is a known problem that comes up ...
Many important problems are too difficult to solve optimally. A traditional approach to such problem...
Suboptimal search algorithms offer shorter solving times by sacrificing guaranteed solution optimali...
Suboptimal search algorithms offer shorter solving times by sacrificing guaranteed solution optimali...
In bounded-suboptimal heuristic search, one attempts to find a solution that costs no more than a pr...
Most bounded suboptimal algorithms in the search literature have been developed so as to be -admissi...
Previous research into bounded suboptimal search has focused on the development of epsilon-admissibl...
Planning, scheduling, and other applications of heuristic search often demand we tackle problems tha...
It is commonly appreciated that solving search problems optimally can take too long. Bounded subopti...
Heuristic search algorithms (eg. A* and IDA*) with accurate lower bounds can solve impressively larg...
It is commonly appreciated that solving search problems optimally can overrun time and memory constr...
Considering cost-optimal heuristic search, we introduce the notion of global admissibility of a heur...
Machine Learning (ML) has made significant progress to perform different tasks, such as image classi...
It is well-known that while strict admissibility of heuristics in problem solving guarantees the opt...
We focus on relatively low dimensional robot motion planning problems, such as planning for navigati...
Identifying a small number of features that can represent the data is a known problem that comes up ...
Many important problems are too difficult to solve optimally. A traditional approach to such problem...
Suboptimal search algorithms offer shorter solving times by sacrificing guaranteed solution optimali...
Suboptimal search algorithms offer shorter solving times by sacrificing guaranteed solution optimali...
In bounded-suboptimal heuristic search, one attempts to find a solution that costs no more than a pr...
Most bounded suboptimal algorithms in the search literature have been developed so as to be -admissi...
Previous research into bounded suboptimal search has focused on the development of epsilon-admissibl...
Planning, scheduling, and other applications of heuristic search often demand we tackle problems tha...
It is commonly appreciated that solving search problems optimally can take too long. Bounded subopti...
Heuristic search algorithms (eg. A* and IDA*) with accurate lower bounds can solve impressively larg...
It is commonly appreciated that solving search problems optimally can overrun time and memory constr...
Considering cost-optimal heuristic search, we introduce the notion of global admissibility of a heur...
Machine Learning (ML) has made significant progress to perform different tasks, such as image classi...
It is well-known that while strict admissibility of heuristics in problem solving guarantees the opt...
We focus on relatively low dimensional robot motion planning problems, such as planning for navigati...
Identifying a small number of features that can represent the data is a known problem that comes up ...