AbstractNew Leray–Schauder type results are presented for inward type mappings defined on a Fréchet space E. The proofs rely on Leray–Schauder results in Banach spaces and viewing E as the projective limit of a sequence of Banach spaces
summary:We prove that any Baire-one usco-bounded function from a metric space to a closed convex sub...
summary:An inductive locally convex limit of reflexive topological spaces is reflexive iff it is alm...
summary:An inductive locally convex limit of reflexive topological spaces is reflexive iff it is alm...
AbstractNew Leray–Schauder type results are presented for inward type mappings defined on a Fréchet ...
AbstractIn this paper we show that the solution set of certain Volterra inclusions defined between F...
AbstractThis paper presents new fixed point results for a general class of maps defined on Fréchet s...
It is well known, as follows from the Banach-Steinhaus theorem, that if a sequence $\left\{ y_{n}\r...
AbstractIf f maps continuously a compact subset X of Rn into Rn and x is a point whose distance from...
Recently, Frigon proved that, for weakly contractive maps, the property of having a fixed point is i...
summary:We consider a perturbed Cauchy problem like the following $$ {\hbox{\rm (PCP)}} \cases x' =...
AbstractIn this paper we show that the well-known Mönch fixed point theorem for non-self mappings re...
It is well known, as follows from the Banach-Steinhaus theorem, that if a sequence $\left\{ y_{n}\r...
AbstractBy a result of A.V. Arhangel'skiǐ and E.G. Pytkeiev, the space C(X) of the continuous real f...
AbstractFor a set X⊆R, let B(X)⊆RX denote the space of Borel real-valued functions on X, with the to...
We introduce some condition on mappings. The condition is weaker than nonexpansiveness and stronger ...
summary:We prove that any Baire-one usco-bounded function from a metric space to a closed convex sub...
summary:An inductive locally convex limit of reflexive topological spaces is reflexive iff it is alm...
summary:An inductive locally convex limit of reflexive topological spaces is reflexive iff it is alm...
AbstractNew Leray–Schauder type results are presented for inward type mappings defined on a Fréchet ...
AbstractIn this paper we show that the solution set of certain Volterra inclusions defined between F...
AbstractThis paper presents new fixed point results for a general class of maps defined on Fréchet s...
It is well known, as follows from the Banach-Steinhaus theorem, that if a sequence $\left\{ y_{n}\r...
AbstractIf f maps continuously a compact subset X of Rn into Rn and x is a point whose distance from...
Recently, Frigon proved that, for weakly contractive maps, the property of having a fixed point is i...
summary:We consider a perturbed Cauchy problem like the following $$ {\hbox{\rm (PCP)}} \cases x' =...
AbstractIn this paper we show that the well-known Mönch fixed point theorem for non-self mappings re...
It is well known, as follows from the Banach-Steinhaus theorem, that if a sequence $\left\{ y_{n}\r...
AbstractBy a result of A.V. Arhangel'skiǐ and E.G. Pytkeiev, the space C(X) of the continuous real f...
AbstractFor a set X⊆R, let B(X)⊆RX denote the space of Borel real-valued functions on X, with the to...
We introduce some condition on mappings. The condition is weaker than nonexpansiveness and stronger ...
summary:We prove that any Baire-one usco-bounded function from a metric space to a closed convex sub...
summary:An inductive locally convex limit of reflexive topological spaces is reflexive iff it is alm...
summary:An inductive locally convex limit of reflexive topological spaces is reflexive iff it is alm...
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