Add to ORKGsummary:If $X$ is a Banach space then the Banach space $c(X)$ of all $X$-valued convergent sequences contains a nonvoid bounded closed convex body $V$ such that no point in $C(X)\setminus V$ has a nearest point in $V$
summary:Let $X$ be a non-reflexive real Banach space. Then for each norm $|\cdot|$ from a dense set ...
AbstractWe obtain a local characterization of the convex point of continuity property for every clos...
AbstractIn Asplund Banach spaces, the convex point of continuity property is determined on subspaces...
summary:If $X$ is a Banach space then the Banach space $c(X)$ of all $X$-valued convergent sequences...
summary:If $X$ is a Banach space then the Banach space $c(X)$ of all $X$-valued convergent sequences...
AbstractThe Banach space c0 equipped with Day's norm is shown to contain an isomorph of the unit bal...
AbstractWe prove that (l1,¦·¦) is not antiproximinal in (l1,¦·¦)∗∗, where ¦·¦ is the norm constructe...
We prove that every Banach space containing a complemented copy of c<sub>0</sub> has an antiproximin...
AbstractWe prove that every Banach space containing a complemented copy of c0 has an antiproximinal ...
AbstractThe Banach space c0 equipped with Day's norm is shown to contain an isomorph of the unit bal...
AbstractWe prove that (l1,¦·¦) is not antiproximinal in (l1,¦·¦)∗∗, where ¦·¦ is the norm constructe...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
summary:Let $X$ be a non-reflexive real Banach space. Then for each norm $|\cdot|$ from a dense set ...
summary:Let $X$ be a non-reflexive real Banach space. Then for each norm $|\cdot|$ from a dense set ...
AbstractWe obtain a local characterization of the convex point of continuity property for every clos...
AbstractIn Asplund Banach spaces, the convex point of continuity property is determined on subspaces...
summary:If $X$ is a Banach space then the Banach space $c(X)$ of all $X$-valued convergent sequences...
summary:If $X$ is a Banach space then the Banach space $c(X)$ of all $X$-valued convergent sequences...
AbstractThe Banach space c0 equipped with Day's norm is shown to contain an isomorph of the unit bal...
AbstractWe prove that (l1,¦·¦) is not antiproximinal in (l1,¦·¦)∗∗, where ¦·¦ is the norm constructe...
We prove that every Banach space containing a complemented copy of c<sub>0</sub> has an antiproximin...
AbstractWe prove that every Banach space containing a complemented copy of c0 has an antiproximinal ...
AbstractThe Banach space c0 equipped with Day's norm is shown to contain an isomorph of the unit bal...
AbstractWe prove that (l1,¦·¦) is not antiproximinal in (l1,¦·¦)∗∗, where ¦·¦ is the norm constructe...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
The main aim of this survey is to present some classical as well asrecent characterizations involvin...
summary:Let $X$ be a non-reflexive real Banach space. Then for each norm $|\cdot|$ from a dense set ...
summary:Let $X$ be a non-reflexive real Banach space. Then for each norm $|\cdot|$ from a dense set ...
AbstractWe obtain a local characterization of the convex point of continuity property for every clos...
AbstractIn Asplund Banach spaces, the convex point of continuity property is determined on subspaces...