Abstract
We find some necessary conditions for a real Banach space to be an almost CL-space. We also discuss the stability of CL-spaces and almost CL-spaces by c0- and l1-sums. Finally, we address the question if a space of vector-valued continuous functions can be a CL-space or an almost CL-space.
Funding Statement
Research partially supported by Spanish MCYT project no. BFM2000-1467.
Citation
Miguel Martín. Rafael Payá. "On CL-spaces and almost CL-spaces." Ark. Mat. 42 (1) 107 - 118, April 2004. https://doi.org/10.1007/BF02432912
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