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By defining ab=0 (zero product) every Banach space become a Banach algebra.

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By defining ab=0 (zero product) every Banach space become a Banach algebra.

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A Banach space is a normed vector space which is complete, in the sense that Cauchy sequences have limits.

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Michio Nagumo has written:

'Introduction to the theory of Banach space' -- subject(s): Banach spaces

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A. A. Tolstonogov has written:

'Differential inclusions in a banach space' -- subject(s): Banach spaces, Differential inclusions

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Stefan Banach is the inventor of Banach algebra.

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