Infinite Games

Stefan **Bold**, Benedikt **Löwe**, Thoralf
**Räsch**, Johan **van Benthem** (*eds.*)

**Foundations of the Formal Sciences V. Infinite Games.**

College Publications. London 2007. [Studies in Logic 11]

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Alessandro Andretta | The SLO principle and the Wadge hierarchy | pp. 1-38 |

Julian Bradfield, Stephan Kreutzer | The complexity of independence-friendly fixpoint logic | pp. 39-61 |

Jérémie Cabessa, Jacques Duparc | An infinite game on ω-semigroups | pp. 63-78 |

Samson de Jager, Benedikt Löwe | Nonmonotone game labellings | pp. 79-99 |

Dieter Denneberg, Gleb Koshevoy | Cooperative games with infinite number of players, Projective systems, and Cores | pp. 101-107 |

Jacques Duparc, Olivier Finkel |
An ω-power of a context-free language which
is Borel above Δ^{0}_{ω}
| pp. 109-122 |

Lorenz Halbeisen | A playful approach to Silver and Mathias forcings | pp. 123-142 |

Christoph Heinatsch, Michael Möllerfeld | Determinacy in second order arithmetic | pp. 143-155 |

Robin Hirsch, Ian Hodkinson | Games in algebraic logic: axiomatisations and beyond | pp. 157-185 |

Wei-Torng Juang, Hamid Sabourian | Evolutionary game theory: why equilibrium and which equilibrium | pp. 187-222 |

Kevin Kelly | Simplicity, Truth, and the Unending Game of Science | pp. 223-270 |

Boaz Tsaban | Random Strategies with historical memory for the Robin Hood Game | pp. 271-277 |

Jouko Väänänen | On Infinite Ehrenfeucht-Fraïssé Games | pp. 279-317 |

Stefano Vannucci | Concept Lattices of Coalitional Game Forms | pp. 319-343 |

Enrico Zoli | Classes of sets with large intersection: a game-theoretical approach | pp. 345-351 |

Last changed: April 28th, 2008