Differentiation of the inverse mapping
This thesis contains two results. Firstly, we characterize locally convex spaces in which the theorem on the differentiability of the inverse mapping holds. Secondly, we characterize locally convex spaces in which every differentiable map is sequentially continuous . Throughout, differentiability is the one defined by uniform convergence on bounded sets.
|Collections||Open Access Theses|
|b10161132_Grunau_J.pdf||14.54 MB||Adobe PDF|