Alcune generalizzazioni del Teorema di Browder-Göhde-Kirk
In this paper we are concerned with applications , mapping into itself a closed convex subset of a normed space , with the property: (, not necessarily constants, , , ). We prove that a fixed point of exists in under the following assumptions: 1) is uniformly convex and in there exists a point with bounded orbit; 2) is a Banach space, is weakly compact, is continuous and . Thereafter, if is strictly convex, we prove that the set of all fixed points of in is closed...