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Dual of Banach Sequence Spaces Analysis by Nikhil Suraj is a document available to read on EtoBox.
The paper discusses the dual Banach sequence spaces Xα,1, showing that they contain asymptotically isometric copies of `∞ and are nonseparable, despite being a separable Banach space. It also establishes that Xα,1 is not hereditarily indecomposable and contains unconditional basic sequences. The results contribute to the understanding of the structure and properties of Banach spaces in functional analysis.
- Author
- Nikhil Suraj
- Language
- EN