## Houston Journal of Mathematics, Volume 22 |

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### Contents

S 1 W2 31789 | 89 |

M pi pj 1 mod 8 P3 3 mod | 222 |

EXTENSION | 229 |

Copyright | |

2 other sections not shown

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### Common terms and phrases

abelian groups ai-domain assume Banach algebras Banach space bounded central extension commutative compact condition connection contains continuous contradiction convergence convex Corollary countable curve Dedekind domain defined definition denote Department of Mathematics direct sum domain element equation equivalent example exists finite Finsler Finsler metric foliation follows Frattini subgroups free central extension group G harmonic mapping Hence Hilbert space homomorphism Houston implies inequality infinite integral invariant irreducible isomorphism lattice Lemma Let G linear Math maximal ideal metric minimal module norm normal subgroup obtain operator space Opial p-group prime ideal problem proof of Theorem Proposition prove pseudocompact pseudocompact space pure subgroup R-module representation result ring S(RG satisfies semigroup seminormal sequence solution subgroup of G submodule subset subspace Suppose Theorem 2.1 theory topological groups torsion vector bundle vector fields vertex groups Volume 22 weakly Zariski-finite zero