Lattice Structure and Convergence of a Game of Cards
- 38 Downloads
We study the dynamics of the so-called Game of Cards by using tools developed in the context of discrete dynamical systems. We extend a result of  and  (the last one in the context of distributed systems) that established a necessary and sufficient condition for the game to converge. We precisely describe the lattice structure of the set of configurations and we state bounds for the convergence time.
Unable to display preview. Download preview PDF.