On Fixed Point Theorems In Banach Spaces
On Fixed Point Theorems of Maia Type
On fixed points.
On fixed points of maximalizing mappings in posets.
On fixed points of set-valued directional contractions.
On fixed-point theorems in complete metric spaces
On f.p.p. and f.*p.p. of some not locally connected continua
On fuzzy -contractive mappings in fuzzy metric spaces.
On generalized implicit vector equilibrium problems in topological ordered spaces.
On Kannan fixed point principle in generalized metric spaces.
On local isometries and isometries in metric spaces
On locally contractive fixed-point mappings
On Mappings With A Contractive Iterate
On mappings with contractive iterate at a point in generalized metric spaces.
On mappings with diminishing orbital diameters.
On metrics of characteristic zero
We introduce and study the concept of characteristic for metrics. It turns out that metrizable spaces endowed with an L*-operator which admit a metric of characteristic zero play an important role in the theory of fixed points. We prove the existence of such spaces among infinite-dimensional linear topological spaces.
On Nash theorem
On nonunique fixed point theorems.
On Prešić type generalization of the Banach contraction mapping principle.
On properties preserved by the approximate domination