BK-space

In functional analysis and related areas of mathematics a BK-space or Banach coordinate space is a sequence space endowed with a suitable norm (mathematics) to turn it into a Banach space. All BK-spaces are normable FK-spaces. == Examples == * the space of convergent sequences $c$, the space of null sequences $c\_0$ and the space of bounded sequences $l^\backslash infty$ under the supremum norm $\backslash |\backslash |\_\{\backslash infty\}$ * the space of absolutely p-summable sequences $l^p$ with $p\; \backslash ge\; 1$ and the norm $\backslash |\backslash |\_p$ == See also == * FK-space Functional analysis

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Words begining with BK-space:

BK-space
BK-spaces

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