About: K-space (functional analysis)

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In mathematics, more specifically in functional analysis, a K-space is an F-space such that every extension of F-spaces (or twisted sum) of the form is equivalent to the trivial onewhere is the real line.

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  • In mathematics, more specifically in functional analysis, a K-space is an F-space such that every extension of F-spaces (or twisted sum) of the form is equivalent to the trivial onewhere is the real line. (en)
  • 수학에서, 구체적으로는 함수해석학에서, K-공간은 F-공간 이며, 다음 형태의 F-공간의 팽창(또는 뒤틀린 합): 은 다음 자명한 형태와 같다: 여기서 은 수직선이다. (ko)
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  • In mathematics, more specifically in functional analysis, a K-space is an F-space such that every extension of F-spaces (or twisted sum) of the form is equivalent to the trivial onewhere is the real line. (en)
  • 수학에서, 구체적으로는 함수해석학에서, K-공간은 F-공간 이며, 다음 형태의 F-공간의 팽창(또는 뒤틀린 합): 은 다음 자명한 형태와 같다: 여기서 은 수직선이다. (ko)
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  • K-space (functional analysis) (en)
  • K-공간 (함수해석학) (ko)
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