Let f : E -> F be a surjective mapping between two real or complex Banach spaces, with f having some strong differentiability properties. We investigate when there is a smaller Banach space G subset of E such that the restriction of f to G remains surjective
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
For any non-trivial convex and bounded subset $C$ of a Banach space, we show that outside of a $\sig...
Given a surjective mapping f : E -> F between Banach spaces, we investigate the existence of a subsp...
Given a surjective mapping f : E -> F between Banach spaces, we investigate the existence of a subsp...
Given a surjective mapping f: E → F between Banach spaces, we investigate the existence of a subspac...
Given a surjective mapping f: E → F between Banach spaces, we investigate the existence of a subspac...
Given a surjective mapping f : E → F between Banach spaces, we investigate the existence of a subsp...
In his paper [1], Bates investigates the existence of nonlinear, but highly smooth, surjective opera...
AbstractWe discuss the finite representability of a Banach space E in another Banach space F, assumi...
In the geometric theory of Banach spaces of smooth functions the following problem is of considerabl...
AbstractWe investigate the stability of surjective functions in Banach spaces. As a corollary to the...
summary:Stepanoff's theorem is extended to infinitely dimensional separable Banach spaces
Abstract. Precise conditions for a subset A of a Banach space X are known in order that pointwise bo...
summary:Stepanoff's theorem is extended to infinitely dimensional separable Banach spaces
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
For any non-trivial convex and bounded subset $C$ of a Banach space, we show that outside of a $\sig...
Given a surjective mapping f : E -> F between Banach spaces, we investigate the existence of a subsp...
Given a surjective mapping f : E -> F between Banach spaces, we investigate the existence of a subsp...
Given a surjective mapping f: E → F between Banach spaces, we investigate the existence of a subspac...
Given a surjective mapping f: E → F between Banach spaces, we investigate the existence of a subspac...
Given a surjective mapping f : E → F between Banach spaces, we investigate the existence of a subsp...
In his paper [1], Bates investigates the existence of nonlinear, but highly smooth, surjective opera...
AbstractWe discuss the finite representability of a Banach space E in another Banach space F, assumi...
In the geometric theory of Banach spaces of smooth functions the following problem is of considerabl...
AbstractWe investigate the stability of surjective functions in Banach spaces. As a corollary to the...
summary:Stepanoff's theorem is extended to infinitely dimensional separable Banach spaces
Abstract. Precise conditions for a subset A of a Banach space X are known in order that pointwise bo...
summary:Stepanoff's theorem is extended to infinitely dimensional separable Banach spaces
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
For any non-trivial convex and bounded subset $C$ of a Banach space, we show that outside of a $\sig...
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