A UML based notation for specifying abstract board games

Linguistic geometry (LG) is a theory describing how to find strategies intending to win in multi-player abstract board games with concurrent moves. So far, within LG, the game requirements (i.e., the description of the board, players, game pieces, the game rules, and the winning conditions) are described in a set-theoretical notation. Thus there is a need for a language suitable for formulating the game requirements by the end user. Since the aforementioned mathematical structures could be represented in terms of classes, objects, relations, and other object-oriented concepts in a natural way, we filled the above gap by providing a language for the game requirements on the basis of UML