Showing papers on "Gâteaux derivative published in 1972"
01 Jan 1972
TL;DR: The main result of as mentioned in this paper is that if A' is a real Banach space, such that the density character of X* is greater than that of X, then there does not exist any reai-valued Freenet differentiable function on X with bounded nonempty support.
Abstract: The main result is that if A' is a real Banach space, such that the density character of X* is greater than that of X, then there does not exist any reai-valued Freenet differentiable function on X with bounded nonempty support.
56 citations
2 citations