This paper presents a common algorithmic framework encompassing the two main methods for using an abstract solution to guide search. It identifies certain key issues in the design of techniques for using abstraction to guide search. New approaches to these issues give rise to new search techniques. Tw o of these are described in detail and compared experimentally with a standard search technique, classical refinement. The "alternating opportunism" technique produces shorter solutions than classical refinement with the same amount of search, and is a more robust technique in the sense that its solution lengths are very similar across a range of different abstractions of any giv en space.
The research field of Artificial General Intelligence (AGI) is concerned with the creation of adapti...
This article surveys the field of Artificial Intelligence for theories of abstraction. We identify ...
For scientific array-based programs, optimization for a particular target platform is a hard problem...
This paper presents a common algorithmic framework encompassing the two main methods for using an ab...
The aim of this work is to show the usefulness of abstraction in heuristic search. We use the abstra...
In problem domains where an informative heuristic evaluation function is not known or not easily com...
AbstractThis paper presents a new perspective on the traditional AI task of problem solving and the ...
A quantitative model of abstraction in problem solving is presented which explains how and to what e...
Most existing abstraction algorithms are sensitive to the initial problem formulation. Given two dif...
The use of abstraction in problem solving is an effective approach to reducing search, but finding g...
Search is an important aspect of Artificial Intelligence. Efficiently searching for solutions to lar...
Abstraction has been used in combinatorial search and action planning from the very beginning of AI....
textabstractThis paper introduces the concept of a Parameterised Search System (PSS), which allows f...
Our goal is to automatically generate heuristics to guide state space search. The heuristic values a...
When an opportunistic searcher encounters an over-de- or ‘‘evolving,’ ’ ‘‘contracting’ ’ and ‘‘expan...
The research field of Artificial General Intelligence (AGI) is concerned with the creation of adapti...
This article surveys the field of Artificial Intelligence for theories of abstraction. We identify ...
For scientific array-based programs, optimization for a particular target platform is a hard problem...
This paper presents a common algorithmic framework encompassing the two main methods for using an ab...
The aim of this work is to show the usefulness of abstraction in heuristic search. We use the abstra...
In problem domains where an informative heuristic evaluation function is not known or not easily com...
AbstractThis paper presents a new perspective on the traditional AI task of problem solving and the ...
A quantitative model of abstraction in problem solving is presented which explains how and to what e...
Most existing abstraction algorithms are sensitive to the initial problem formulation. Given two dif...
The use of abstraction in problem solving is an effective approach to reducing search, but finding g...
Search is an important aspect of Artificial Intelligence. Efficiently searching for solutions to lar...
Abstraction has been used in combinatorial search and action planning from the very beginning of AI....
textabstractThis paper introduces the concept of a Parameterised Search System (PSS), which allows f...
Our goal is to automatically generate heuristics to guide state space search. The heuristic values a...
When an opportunistic searcher encounters an over-de- or ‘‘evolving,’ ’ ‘‘contracting’ ’ and ‘‘expan...
The research field of Artificial General Intelligence (AGI) is concerned with the creation of adapti...
This article surveys the field of Artificial Intelligence for theories of abstraction. We identify ...
For scientific array-based programs, optimization for a particular target platform is a hard problem...