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20132026
most citedDaugavet property and separability in Banach spaces

14 citations · 40 across the 38 of their papers we have counts for

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6 papers · 1 filter

math.FA2026

Transfinite octahedrality in spaces of operators

Abraham Rueda Zoca

We study necessary and sufficient conditions on a Banach space such that is transfinite (rigid) octahedral for any Banach space . We present several examples of suc…

math.FA2026

Projective norm-attainments and their implications

Manwook Han, Sun Kwang Kim, Miguel Martín +1

We show that nuclear norm-attaining operators (resp.\ polynomials) are always -dense in the space of integral operators (resp.\ polynomials). Besides, the denseness is in norm…

math.FA2026

Differences between the uniform diameter two properties

Abraham Rueda Zoca

We study uniform versions of the diameter two properties, that is, the uniform slice-D2P, the uniform D2P and the uniform SD2P, as the property that every ultrapower over any free…

math.FA2026

Strongly regular Banach spaces with big weakly open subsets in the unit ball

Ginés López-Pérez, Abraham Rueda Zoca

We construct, given , a Banach space and a closed, convex and symmetric set with the following properties: 1) is strongly regular (hencefo…

math.FA2026

Banach spaces with the weak diametral diameter two property

Juan Guerrero-Viu, Miguel Martín, Abraham Rueda Zoca

We introduce and systematically study the weak diametral diameter two property (weak-DD2P), a new geometric property that lies strictly between the diametral diameter two property…

math.FA2026

Transfinite Daugavet property

Antonio Avilés, Johann Langemets, Miguel Martín +1

We extend the Daugavet property and a perfect version of it to transfinite cardinals in order to distinguish between spaces with the ordinary Daugavet property by some kind of comp…