The $\Lambda$-sequence spaces $\Lambda_p$ for $1< p\leq\infty$ and their generalized forms $\Lambda_{\hat{p}}$ for $1<\hat{p}<\infty$, $\hat{p}=(p_n)$, $n\in \mathbb{N}_0$ are introduced. The James constants and strong $n$-th James constants of $\Lambda_p$ for $1
http://www.aot-math.org/article_53412_20d5ffb6fef2fbf6e9bc4e0d2d893f7e.pdf
2018-04-01T11:23:20
2018-01-23T11:23:20
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10.15352/aot.1705-1164
Cesaro sequence space
Nakano sequence space
James constant
von Neumann-Jordan constant
Extreme point
Kadec-Klee property
Hausdorff method