## Abelian Groups, Module Theory, and TopologyFeatures a stimulating selection of papers on abelian groups, commutative and noncommutative rings and their modules, and topological groups. Investigates currently popular topics such as Butler groups and almost completely decomposable groups. |

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مهم للبحث2

### Contents

V | 3 |

VI | 9 |

VII | 19 |

VIII | 31 |

IX | 35 |

X | 37 |

XI | 55 |

XII | 59 |

XXV | 235 |

XXVI | 249 |

XXVII | 261 |

XXVIII | 279 |

XXIX | 289 |

XXX | 301 |

XXXI | 311 |

XXXII | 319 |

XIII | 69 |

XIV | 79 |

XV | 91 |

XVI | 105 |

XVII | 113 |

XVIII | 125 |

XIX | 131 |

XX | 143 |

XXI | 157 |

XXII | 179 |

XXIII | 205 |

XXIV | 227 |

XXXIII | 327 |

XXXIV | 343 |

XXXV | 351 |

XXXVI | 359 |

XXXVII | 373 |

XXXVIII | 381 |

XXXIX | 389 |

XL | 403 |

XLI | 411 |

XLII | 421 |

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### Common terms and phrases

abelian groups Algebra annihilator apply artinian assume Banach spaces bimodule bounded called canonical cardinal Clearly closed coalgebra cogenerator commutative compact complete consider construction contains continuous Conversely Corollary defined Definition denote dense discrete divisible divisor dual duality element endomorphism ring equivalent essential exact example exists extension fact factor field finite given hence holds idempotent implies infinite injective integer irreducible isomorphism Italy Krull dimension Lemma limit Math Mathematics matrices maximal minimal modules Moreover morphism natural Noetherian Note obtain Orsatti Padova particular prime ideal projective Proof Proposition prove pure quotient R-module rank regular Remark representation resp respect result ring satisfies selfdual sequence simple space structure subgroup submodule subset suitable set summand Suppose Theorem Theory tilting topological group torsion-free unique University valuation domain