## Banach Space Theory and Its Applications: Proceedings of the First Romanian GDR Seminar Held at Bucharest, Romania, August 31 - September 6, 1981 |

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### Contents

J Arazy Isomorphisms of unitary matrix spaces | 1 |

Atteia Infcompact potentials and Banachic | 7 |

R Brigola On summability in conjugate Banach | 28 |

Copyright | |

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### Common terms and phrases

absolutely convex algebras associated vectors assume Banach spaces basis bounded Bucharest canonical characterization Chebyshev centers closed linear closest approximants closure compact operators complete conjugate Banach spaces contains continuous convergent convex sets Corollary defined definition denote dense dist dual space eigenvalue eigenvectors elements equivalent norm exists extreme points fixed point gap points Hausdorff space hence homeomorphic implies inequality isometric isomorphic Lemma linear operators linear subspace locally convex spaces M-ideals matrix measure metric space n-ball property numbers obtain operator function operator ideal operator module p-space perfect Banach lattices PG(x Polish space positive potential Problem proof of Theorem Proposition prove reflexive Remark respect result Romania satisfies Schur space semi-norm sequence summability Suppose Theorem theory topology totally disconnected ultrapowers ultraproducts uniformly unit ball unitary matrix weak weakly compact WUKK X-inf-compact