We present a detailed solution to the N-queens puzzle using GROOVE, a graph transformation tool especially designed for state space exploration and analysis. While GROOVE has been freely available for more than a decade and has attracted a reasonable number of users, it is safe to say that only a few of these users fully exploit the tool features. To improve this situation, using the N-queens puzzle as a case study, in this paper we provide an in-depth discussion about problem solving with GROOVE, at the same time highlighting some of the tool’s more advanced features. This leads to a list of best-practice guidelines, which we believe to be useful to new and expert users alike
The N-queens problem is a popular classic puzzle where numbers of queen were to be placed on an n x ...
Abstract – The classic problems lead the researchers to innovate general solutions for similar class...
The N-Queens problem is commonly used to teach the programming technique of backtrack search. The N-...
Abstract: We present a detailed solution to the N-queens puzzle using GROOVE, a graph transformation...
We present a detailed solution to the N-queens puzzle using GROOVE, a graph transformation tool espe...
In this paper we present case studies that describe how the graph transformation tool GROOVE has bee...
Graph pattern matching is among the most costly operations in any graph transformation system. Incre...
This report presents a solution to the Hello World case study [2] using GROOVE. We provide and expla...
In this report we present our solution for the Topology Analysis case study of the Transformation To...
Abstract: Graph pattern matching is among the most costly operations in any graph transformation sys...
This paper presents a study on the N-Queens Problem. Different approaches to its solution discussed ...
GROOVE is a tool for the automatic generation of graph transition systems from graph grammars. In th...
AbstractThe n-queens problem is a well-known problem in mathematics, yet a full search for n-queens ...
The n-queens problem is a generalization of the eight-queens problem of placing eight queens on a s...
The N-Queens problem is relevant in Artificial Intelligence (AI); the solution methodology has been ...
The N-queens problem is a popular classic puzzle where numbers of queen were to be placed on an n x ...
Abstract – The classic problems lead the researchers to innovate general solutions for similar class...
The N-Queens problem is commonly used to teach the programming technique of backtrack search. The N-...
Abstract: We present a detailed solution to the N-queens puzzle using GROOVE, a graph transformation...
We present a detailed solution to the N-queens puzzle using GROOVE, a graph transformation tool espe...
In this paper we present case studies that describe how the graph transformation tool GROOVE has bee...
Graph pattern matching is among the most costly operations in any graph transformation system. Incre...
This report presents a solution to the Hello World case study [2] using GROOVE. We provide and expla...
In this report we present our solution for the Topology Analysis case study of the Transformation To...
Abstract: Graph pattern matching is among the most costly operations in any graph transformation sys...
This paper presents a study on the N-Queens Problem. Different approaches to its solution discussed ...
GROOVE is a tool for the automatic generation of graph transition systems from graph grammars. In th...
AbstractThe n-queens problem is a well-known problem in mathematics, yet a full search for n-queens ...
The n-queens problem is a generalization of the eight-queens problem of placing eight queens on a s...
The N-Queens problem is relevant in Artificial Intelligence (AI); the solution methodology has been ...
The N-queens problem is a popular classic puzzle where numbers of queen were to be placed on an n x ...
Abstract – The classic problems lead the researchers to innovate general solutions for similar class...
The N-Queens problem is commonly used to teach the programming technique of backtrack search. The N-...