Finite families of -spaces and multirectangular characteristics.
Finite points of filters in infinite dimensional vector spaces
Finite-codimensional subspaces of locally convex spaces
Finite-dimensional Schauder decompositions in certain Frechet spaces
Finiteness properties of topological algebras, I
Five equivalent theorems on a convex subset of a topological vector space
Fixed point theorem and its application to perturbed integral equations in modular function spaces.
Fixed point theorems for compact and nonexpansive mappings on starshaped domains (Preliminary communication)
Fixed point theorems for nonexpansive mappings in modular spaces
In this paper, we extend several concepts from geometry of Banach spaces to modular spaces. With a careful generalization, we can cover all corresponding results in the former setting. Main result we prove says that if is a convex, -complete modular space satisfying the Fatou property and -uniformly convex for all , C a convex, -closed, -bounded subset of , a -nonexpansive mapping, then has a fixed point.
Fixed point theorems in cone Banach spaces.
Fixed point theorems in locally convex spaces -- the Schauder mapping method.
Fixed Points in Locally Convex Spaces.
Fixed points, intersection theorems, variational inequalities, and equilibrium theorems.
Fixed points of condensing multivalued maps in topological vector spaces.
Fixed points of multivalued maps in modular function spaces.
Fixed points of semigroups of positive operators in KB-spaces
Fixed-point theory on a Frechet topological vector space.
Fix-finite approximation property in normed vector spaces.
FK-espaces contenant c0 en analyse non-archimédienne.
Flache Konvexität und schwache Differenzierbarkeit.