Tabla de Contenidos:
  • Strict topologies in measure theory / Heron S. Collins
  • A survey of results related to the Dunford-Pettis property / Joe Diestel
  • An expansion theorem / Nelson Dunford
  • The Radon-Nikodým property / R. Huff
  • The Orlicz-Pettis theorem / N.J. Kalton
  • Applications of vector measures / Igor Kluvánek
  • Pettis's measurability theorem / J.J. Uhl, Jr.
  • Closed measures / Cecilia H. Brook and William H. Graves
  • Weak and strong compactness in the space of Pettis integrable functions / James K. Brooks and Nicolae Dinculeanu
  • Compactness in spaces of vector-valued measures and a natural Mackey topology for spaces of bounded measurable functions / William H. Graves and Wolfgang Ruess
  • Axiomatic infinite sums
  • an algebraic approach to integration theory_/ Denis Higgs
  • On some classes of Banach spaces and generalized harmonic analysis / Ka Sing Lau
  • Applied functorial semantics. III. Characterizing Banach conjugate spaces / F.E.J. Linton
  • Stonian differentiation and representation of vector functions and measures / Dennis Sentilles.