Banach spaces | Functional analysis

Asplund space

In mathematics — specifically, in functional analysis — an Asplund space or strong differentiability space is a type of well-behaved Banach space. Asplund spaces were introduced in 1968 by the mathematician , who was interested in the Fréchet differentiability properties of Lipschitz functions on Banach spaces. (Wikipedia).

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Related pages

Convex function | Linear subspace | Functional analysis | Convex hull | Separable space | Continuous function | Gδ set | Quotient space (topology) | Banach space | Fréchet derivative | Dense set | Bounded set | Mathematics | Exposed point | Closed set | Weak topology | Gateaux derivative | Convex set | Open set