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On diffeomorphisms deleting weak compacta in Banach spaces

Daniel Azagra; Alejandro Montesinos — 2004

Studia Mathematica

We prove that if X is an infinite-dimensional Banach space with $C^{p}$ smooth partitions of unity then X and X∖ K are $C^{p}$ diffeomorphic for every weakly compact set K ⊂ X.

Starlike bodies and deleting diffeomorphisms in Banach spaces.

Daniel Azagra; Alejandro Montesinos — 2004

Extracta Mathematicae

On the Kunen-Shelah properties in Banach spaces

Antonio S. Granero; Mar Jiménez; Alejandro Montesinos; José P. Moreno; Anatolij Plichko — 2003

Studia Mathematica

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