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- FK-space abstract "In functional analysis and related areas of mathematics a FK-space or Fréchet coordinate space is a sequence space equipped with a topological structure such that it becomes a Fréchet space. FK-spaces with a normable topology are called BK-spaces.There exists only one topology to turn a sequence space into a Fréchet space, namely the topology of pointwise convergence. Thus the name coordinate space because a sequence in an FK-space converges if and only if it converges for each coordinate.FK-spaces are examples of topological vector spaces. They are important in summability theory.".
- FK-space wikiPageID "1725128".
- FK-space wikiPageRevisionID "332206943".
- FK-space hasPhotoCollection FK-space.
- FK-space subject Category:Topological_vector_spaces.
- FK-space type Abstraction100002137.
- FK-space type Attribute100024264.
- FK-space type Space100028651.
- FK-space type TopologicalVectorSpaces.
- FK-space comment "In functional analysis and related areas of mathematics a FK-space or Fréchet coordinate space is a sequence space equipped with a topological structure such that it becomes a Fréchet space. FK-spaces with a normable topology are called BK-spaces.There exists only one topology to turn a sequence space into a Fréchet space, namely the topology of pointwise convergence.".
- FK-space label "FK-space".
- FK-space sameAs m.05rc7p.
- FK-space sameAs Q5426006.
- FK-space sameAs Q5426006.
- FK-space sameAs FK-space.
- FK-space wasDerivedFrom FK-space?oldid=332206943.
- FK-space isPrimaryTopicOf FK-space.