Add to ORKGsummary:This article formalizes some aspects of the board game Carcassonne. Combinatorical problems related to the number of tile types are mentioned. Then the paper describes a game map using graph theory
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
In this article results from mathematics are used to create a formalism for games. Games are conside...
summary:This article formalizes some aspects of the board game Carcassonne. Combinatorical problems ...
Board games offer a myriad of educational opportunities for students at all levels. This research ex...
Video games are one of the most popular forms of entertainment in modern-day America, but board game...
The aim of the thesis is to design, build, test and evaluate a virtual adaptation of popular board g...
In 1981 the famous graph coloring game was introduced by Brams. The idea was to play a simple two pl...
This project investigates the complexity of playing the game referred to as Dots-n-Boxes. It explore...
Graph theory is the study of sets vertices connected by known as edges, which are depicted as lines....
In this paper, we define various combinatorial games derived from the NQueens Puzzle and scrutinize ...
The aim of thesis was to design a mathematical formalism that allows describing and exploring the pr...
Ruler of the Plane is a set of games illustrating concepts from combinatorial and computational geom...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
John Horton Conway\u27s combinatorial game theory was applied to a new partizan game with a complete...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
In this article results from mathematics are used to create a formalism for games. Games are conside...
summary:This article formalizes some aspects of the board game Carcassonne. Combinatorical problems ...
Board games offer a myriad of educational opportunities for students at all levels. This research ex...
Video games are one of the most popular forms of entertainment in modern-day America, but board game...
The aim of the thesis is to design, build, test and evaluate a virtual adaptation of popular board g...
In 1981 the famous graph coloring game was introduced by Brams. The idea was to play a simple two pl...
This project investigates the complexity of playing the game referred to as Dots-n-Boxes. It explore...
Graph theory is the study of sets vertices connected by known as edges, which are depicted as lines....
In this paper, we define various combinatorial games derived from the NQueens Puzzle and scrutinize ...
The aim of thesis was to design a mathematical formalism that allows describing and exploring the pr...
Ruler of the Plane is a set of games illustrating concepts from combinatorial and computational geom...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
John Horton Conway\u27s combinatorial game theory was applied to a new partizan game with a complete...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
Connection games are a recent genre of abstract board games with some interesting geometrical proper...
In this article results from mathematics are used to create a formalism for games. Games are conside...