Pages that link to "Item:Q838057"

The following pages link to Banach spaces with a basis that are hereditarily asymptotically isometric to \(l_1\) and the fixed point property (Q838057):

Displaying 11 items.

• New families of nonreflexive Banach spaces with the fixed point property (Q486568) (← links)
• About some families of nonexpansive mappings with respect to renorming (Q503495) (← links)
• Compactness and the fixed point property in \(\ell_{1}\) (Q530307) (← links)
• Comparison between certain equivalent norms regarding some familiar properties implying WFPP (Q554796) (← links)
• On the structure of the set of equivalent norms on \(\ell _{1}\) with the fixed point property (Q655467) (← links)
• Near-infinity concentrated norms and the fixed point property for nonexpansive maps on closed, bounded, convex sets (Q1753335) (← links)
• Some questions in metric fixed point theory, by A. W. Kirk, revisited (Q1927939) (← links)
• Some fixed point results in \(\ell^1\) and \(c_0\) (Q1968651) (← links)
• Fixed point properties and reflexivity in variable Lebesgue spaces (Q2219460) (← links)
• A generalization of a renorming theorem by Lin and a new nonreflexive space with the fixed point property which is nonisomorphic to \(l_1\) (Q2257192) (← links)
• c0 can be renormed to have the fixed point property for affine nonexpansive mappings (Q5086767) (← links)