Spiros A. Argyros
Athens State University
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arXiv: Functional Analysis | 2006
Spiros A. Argyros; Alexander D. Arvanitakis; Andreas G. Tolias
In the present work we provide a variety of examples of HI Banach spaces containing no reflexive subspace and we study the structure of their duals as well as the spaces of their linear bounded operators. Our approach is based on saturated extensions of ground sets and the method of attractors.
Proceedings of the American Mathematical Society | 2001
Spiros A. Argyros
It is shown that every separable Banach space X universal for the class of reflexive Hereditarily Indecomposable space contains C[O, 1] isomorphically and hence it is universal for all separable spaces. This result shows the large variety of reflexive H.I. spaces.
arXiv: Functional Analysis | 1992
Dale E. Alspach; Spiros A. Argyros
Journal of Functional Analysis | 1998
Spiros A. Argyros; Irene Deliyanni; Denka Kutzarova; A. Manoussakis
arXiv: Functional Analysis | 1992
Spiros A. Argyros; Irene Deliyanni
Houston Journal of Mathematics | 2010
Spiros A. Argyros; Irene Deliyanni; Andreas G. Tolias
Archive | 2004
Spiros A. Argyros; Alexander D. Arvanitakis
Archive | 1997
Spiros A. Argyros; Irene Deliyanni
Quarterly Journal of Mathematics | 1983
Spiros A. Argyros
arXiv: Functional Analysis | 1992
Spiros A. Argyros
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