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Functional analysis on normed spaces : the Banach space comparison
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| Author |
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| Abstract |
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| It is the aim of this paper to compute the category of Eilenberg-Moore algebras for the monad arising from the dual unit-ball functor on the category of (semi)normed spaces. We show that this gives rise to a stronger algebraic structure than the totally convex one obtained from the closed unit ball functor on the category of Banach spaces. | | |
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English
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Theory and applications of categories. - - | |
| Publication |
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2007
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1201-561X
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| Volume/pages |
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18:3(2007), p. 102-117
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| Full text (open access) |
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