## Infinite and finite sets: to Paul Erdös on his 60th birthday, Volume 3 |

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### Contents

PREFACE 3 | 1099 |

Berge On the good colorings of a hypergraph 159 | 1123 |

A Brace D E Daykin A finite set covering theorem IV 199 | 1200 |

Copyright | |

21 other sections not shown

### Common terms and phrases

a-crit adjacent assume cardinality Clearly COLLOQUIA MATHEMATICA SOCIETATIS command graph complete graph containing a spanning contradiction defined definition denote disjoint edges of G elements epimorphism exists FINITE SETS four-colour problem function girth g graph G graph of degree Graphen Hajnal Hamiltonian cycles Hence holds hypergraph hypothesis implies independent induction INFINITE AND FINITE inside quadrilateral integers JANOS BOLYAI joined Kempe chains KESZTHELY HUNGARY least Lemma Let G Math MATHEMATICA SOCIETATIS JANOS maximal congruences minimal number of edges number of vertices obtained p-coloring pair pairwise partially ordered partially ordered set partitional matroids path of length planar graph proof of Theorem Proposition prove regular graph resp result satisfying set of vertices spanning RHk-subgraph stable sets subdirect product subdirectly irreducible subgraph subset Suppose theory tion transversal triangle valency vertex vertices of G X-covering