DOIAbstract
AbstractWe introduce and study the class of nearly uniformly noncreasy Banach spaces. It is proved that they have the weak fixed point property. A stability result for this property is obtained
AbstractWe introduce and study the class of nearly uniformly noncreasy Banach spaces. It is proved that they have the weak fixed point property. A stability result for this property is obtained
A mapping T defined on a weakly compact convex subset C of a Banach space X is said to be nonexpansi...
AbstractA number of Banach space properties have previously been shown to imply the weak fixed point...
Abstract In recent years, the definition of weak relatively nonexpansive mapping has been presented ...
We introduce and study the class of nearly uniformly noncreasy Banach spaces. It is proved that they...
AbstractWe introduce and study the class of nearly uniformly noncreasy Banach spaces. It is proved t...
AbstractWe consider a family of spaces wider than r-UNC spaces and we give some fixed point results ...
AbstractIn this paper, we show that the weak nearly uniform smooth Banach spaces have the fixed poin...
AbstractThe class of order uniformly noncreasy Banach lattices is introduced and studied. A fixed po...
Key words and phrases: uniform convexity, uniform smoothness, uniformly noncreasy spaces, fixe
AbstractIt is shown that if the modulus ΓX of nearly uniform smoothness of a reflexive Banach space ...
AbstractA nonempty closed convex bounded subset C of a Banach space is said to have the weak approxi...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
AbstractA Banach space has the weak fixed point property if its dual space has a weak∗ sequentially ...
Let X be a Banach space and C a bounded, closed, convex subset of X. C is said to have the weak-appr...
AbstractIt is shown that in a Banach space X with weak uniform normal structure, every demicontinuou...
A mapping T defined on a weakly compact convex subset C of a Banach space X is said to be nonexpansi...
AbstractA number of Banach space properties have previously been shown to imply the weak fixed point...
Abstract In recent years, the definition of weak relatively nonexpansive mapping has been presented ...
We introduce and study the class of nearly uniformly noncreasy Banach spaces. It is proved that they...
AbstractWe introduce and study the class of nearly uniformly noncreasy Banach spaces. It is proved t...
AbstractWe consider a family of spaces wider than r-UNC spaces and we give some fixed point results ...
AbstractIn this paper, we show that the weak nearly uniform smooth Banach spaces have the fixed poin...
AbstractThe class of order uniformly noncreasy Banach lattices is introduced and studied. A fixed po...
Key words and phrases: uniform convexity, uniform smoothness, uniformly noncreasy spaces, fixe
AbstractIt is shown that if the modulus ΓX of nearly uniform smoothness of a reflexive Banach space ...
AbstractA nonempty closed convex bounded subset C of a Banach space is said to have the weak approxi...
summary:An infinite dimensional counterpart of uniform smoothness is studied. It does not imply refl...
AbstractA Banach space has the weak fixed point property if its dual space has a weak∗ sequentially ...
Let X be a Banach space and C a bounded, closed, convex subset of X. C is said to have the weak-appr...
AbstractIt is shown that in a Banach space X with weak uniform normal structure, every demicontinuou...
A mapping T defined on a weakly compact convex subset C of a Banach space X is said to be nonexpansi...
AbstractA number of Banach space properties have previously been shown to imply the weak fixed point...
Abstract In recent years, the definition of weak relatively nonexpansive mapping has been presented ...
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