A degree theory for compact perturbations of proper Fredholm mappings of index 0.
A general topology approach to the study of differentiability of convex functions in Banach spaces
A geometric approach to full Colombeau algebras
We present a geometric approach to diffeomorphism invariant full Colombeau algebras which allows a particularly clear view of the construction of the intrinsically defined algebra on the manifold M given in [gksv].
A LIP Immersion of Lipschitz Manifolds Modelled on Some Banach Spaces
A note on a class of homeomorphisms between Banach spaces
This paper deals with homeomorphisms F: X → Y, between Banach spaces X and Y, which are of the form where is a continuous (2n+1)-linear operator.
A note on distribution spaces on manifolds.
A note on the nonexistence of the Feynman integral
A quantitative version of the converse Taylor theorem: -smoothness
We prove a uniform version of the converse Taylor theorem in infinite-dimensional spaces with an explicit relation between the moduli of continuity for mappings on a general open domain. We show that if the domain is convex and bounded, then we can extend the estimate up to the boundary.
A remark on the approximation theorems of Whitney and Carleman-Scheinberg
We show that a -smooth mapping on an open subset of , , can be approximated in a fine topology and together with its derivatives by a restriction of a holomorphic mapping with explicitly described domain. As a corollary we obtain a generalisation of the Carleman-Scheinberg theorem on approximation by entire functions.
Analisi di tipo perturbativo del problema di incollamento conforme e questioni collegate