The sliding puzzles (15-puzzle, 8-puzzle, 5-puzzle) are known to have 2 kind of puz-zle: solvable puzzle and unsolvable puzzle. In this thesis, we make a new puzzle with only 1 kind of it, solvable puzzle. This new puzzle is made by adopting sliding puzzle with several additional rules from M13 puzzle; the puzzle that is formed form The Mathieu group M13. This puzzle has a movement that called a neighbors swap motion, a rule of movement that enables every neighboring points to swap. This extra rule make of new puzzle become possible to be solved, whatever the initial state is.Selected Papers from the International Symposium on Computational Science - International Symposium on Computational Science Kanazawa University, Japa
[[abstract]]The (n2-1)-puzzle has been studied by many researchers since Sam Loyd introduced the “14...
In this thesis, we develop a meta-reasoning system based on CBR which solves sliding-block puzzles. ...
We introduce a family of reconfiguration puzzles arising from ideas in geometry and topology. We pre...
Title: Sub-optimal algorithms for solving sliding puzzles Author: Petr Michalík Department: Departme...
The oval track puzzle (also known as Top Spin) is a game consisting of 20 numbered tiles in an oval...
This thesis is about two types of puzzles. It is based on the two articles: Knight\u27s Tour on the ...
The oval track puzzle (also known as Top Spin) is a game consisting of 20 numbered tiles in an oval...
ABSTRAKPuzzle mn 1 merupakan generalisasi dari Puzzle 15: Puzzle ini terdiri dari m ngrid yang di...
ABSTRAKPuzzle 15 adalah salah satu puzzle yang pernah populer. Puzzle ini terdiri dari 4 4grid yang ...
In this paper, we consider the following sliding puzzle called torus puzzle. In an m by n board, the...
The 3, 15 63 and n-1 puzzle problems are classical puzzle problem that has been celebrated for many ...
The 8-puzzle and the 15-puzzle have been used for many years as a domain for testing heuristic searc...
A Topspin “Oval Track” puzzle consists of 20 numbered tiles in an oval-shaped track and a flipping w...
We use genetic algorithms to evolve highly successful solvers for two puzzles: FreeCell and Sliding-...
Face-connected configurations of cubes are a common model for modular robots in three dimensions. In...
[[abstract]]The (n2-1)-puzzle has been studied by many researchers since Sam Loyd introduced the “14...
In this thesis, we develop a meta-reasoning system based on CBR which solves sliding-block puzzles. ...
We introduce a family of reconfiguration puzzles arising from ideas in geometry and topology. We pre...
Title: Sub-optimal algorithms for solving sliding puzzles Author: Petr Michalík Department: Departme...
The oval track puzzle (also known as Top Spin) is a game consisting of 20 numbered tiles in an oval...
This thesis is about two types of puzzles. It is based on the two articles: Knight\u27s Tour on the ...
The oval track puzzle (also known as Top Spin) is a game consisting of 20 numbered tiles in an oval...
ABSTRAKPuzzle mn 1 merupakan generalisasi dari Puzzle 15: Puzzle ini terdiri dari m ngrid yang di...
ABSTRAKPuzzle 15 adalah salah satu puzzle yang pernah populer. Puzzle ini terdiri dari 4 4grid yang ...
In this paper, we consider the following sliding puzzle called torus puzzle. In an m by n board, the...
The 3, 15 63 and n-1 puzzle problems are classical puzzle problem that has been celebrated for many ...
The 8-puzzle and the 15-puzzle have been used for many years as a domain for testing heuristic searc...
A Topspin “Oval Track” puzzle consists of 20 numbered tiles in an oval-shaped track and a flipping w...
We use genetic algorithms to evolve highly successful solvers for two puzzles: FreeCell and Sliding-...
Face-connected configurations of cubes are a common model for modular robots in three dimensions. In...
[[abstract]]The (n2-1)-puzzle has been studied by many researchers since Sam Loyd introduced the “14...
In this thesis, we develop a meta-reasoning system based on CBR which solves sliding-block puzzles. ...
We introduce a family of reconfiguration puzzles arising from ideas in geometry and topology. We pre...