MORE GEOMETRIC PROPERTIES OF THE CLASS OF HEREDITARILY L1BANACH SPACES FAILING THE SCHUR PROPERTY

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AZIMI P.

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Journal: RESEARCH JOURNAL OF UNIVERSITY OF ISFAHAN "SCIENCE" Year:2002 | Volume:16 | Issue:1-2 Page(s): 155-161

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Title

MORE GEOMETRIC PROPERTIES OF THE CLASS OF HEREDITARILY L1BANACH SPACES FAILING THE SCHUR PROPERTY

Author(s)

AZIMI P. | Issue Writer Certificate

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Abstract

We continue the study of the class of Banach spaces constructed by Hagler and the author as etamples of hereditarily 11 Banach spaces failing the the Schur property. We show that all constructed spaces (i) are not prime, and (ii)they have asymptotic-norming and Kadex-Kelee properties Any member of the class is a dual space, we observe that the predual of these spaces are Asplund spaces.

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APA: Copy

AZIMI, P.. (2002). MORE GEOMETRIC PROPERTIES OF THE CLASS OF HEREDITARILY L1BANACH SPACES FAILING THE SCHUR PROPERTY. RESEARCH JOURNAL OF UNIVERSITY OF ISFAHAN "SCIENCE", 16(1-2), 155-161. SID. https://sid.ir/paper/379087/en

Vancouver: Copy

AZIMI P.. MORE GEOMETRIC PROPERTIES OF THE CLASS OF HEREDITARILY L1BANACH SPACES FAILING THE SCHUR PROPERTY. RESEARCH JOURNAL OF UNIVERSITY OF ISFAHAN "SCIENCE"[Internet]. 2002;16(1-2):155-161. Available from: https://sid.ir/paper/379087/en

IEEE: Copy

P. AZIMI, “MORE GEOMETRIC PROPERTIES OF THE CLASS OF HEREDITARILY L1BANACH SPACES FAILING THE SCHUR PROPERTY,” RESEARCH JOURNAL OF UNIVERSITY OF ISFAHAN "SCIENCE", vol. 16, no. 1-2, pp. 155–161, 2002, [Online]. Available: https://sid.ir/paper/379087/en

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