Although even propositional STRIPS planning is a hard problem in general, many instances of the problem, including many of those commonly used as benchmarks, are easy. In spite of this, they are often hard to solve for domain-independent planners, because the encoding of the problem into a general problem specification formalism such as STRIPS hides structure that needs to be exploited to solve problems easily. We investigate the use of automatic problem transformations to reduce this “accidental ” problem complexity. The main tool is abstraction: we identify a new, weaker, condition under which abstraction is “safe”, in the sense that any solution to the abstracted problem can be refined to a concrete solution (in polynomial time, for most...
We present a software tool that is able to automatically trans-late an NP problem into a STRIPS prob...
AbstractIn this paper, we examine how the complexity of domain-independent planning with STRIPS-styl...
These days, propositional planning can be considered a quite well-understood problem. Good algorith...
Although even propositional STRIPS planning is a hard problem in general, many instances of the prob...
Recent work by Kautz et al. provides tantalizing evidence that large, classical planning problems ma...
Reducing accidental complexity in planning problems is a well-established method for increasing effi...
STRIPS language is a convenient representation for artificial intelligence planning problems. Planni...
Automated planning is known to be computationally hard in the general case. Propositional planning i...
We present a software tool that is able to automatically translate an NP problem into a STRIPS probl...
This paper describes a polynomial algorithm for preprocessing planning problems which contain domain...
Automated planning is the field of Artificial Intelligence (AI) that focuses on identifying sequence...
Complexity analysis of planning is problematic. Even very simple planning languages are PSPACE-compl...
Despite a big progress in solving planning problems, more complex problems still remain hard and cha...
In recent work we showed that planning problems can be efficiently solved by general propositional s...
In this paper, we examine how the complexity of domain- independent planning with STRIPS-like operat...
We present a software tool that is able to automatically trans-late an NP problem into a STRIPS prob...
AbstractIn this paper, we examine how the complexity of domain-independent planning with STRIPS-styl...
These days, propositional planning can be considered a quite well-understood problem. Good algorith...
Although even propositional STRIPS planning is a hard problem in general, many instances of the prob...
Recent work by Kautz et al. provides tantalizing evidence that large, classical planning problems ma...
Reducing accidental complexity in planning problems is a well-established method for increasing effi...
STRIPS language is a convenient representation for artificial intelligence planning problems. Planni...
Automated planning is known to be computationally hard in the general case. Propositional planning i...
We present a software tool that is able to automatically translate an NP problem into a STRIPS probl...
This paper describes a polynomial algorithm for preprocessing planning problems which contain domain...
Automated planning is the field of Artificial Intelligence (AI) that focuses on identifying sequence...
Complexity analysis of planning is problematic. Even very simple planning languages are PSPACE-compl...
Despite a big progress in solving planning problems, more complex problems still remain hard and cha...
In recent work we showed that planning problems can be efficiently solved by general propositional s...
In this paper, we examine how the complexity of domain- independent planning with STRIPS-like operat...
We present a software tool that is able to automatically trans-late an NP problem into a STRIPS prob...
AbstractIn this paper, we examine how the complexity of domain-independent planning with STRIPS-styl...
These days, propositional planning can be considered a quite well-understood problem. Good algorith...