14 citations · 40 across the 38 of their papers we have counts for
6 papers · 1 filter
Slicely countably determined points in Banach spaces
Johann Langemets, Marcus Lõo, Miguel Martin +1
We introduce slicely countably determined points (SCD points) of a bounded and convex subset of a Banach space which extends the notions of denting points, strongly regular points…
Banach spaces with small weakly open subsets of the unit ball and massive sets of Daugavet and -points
Christian Cobollo, Daniel Isert, Ginés López-Pérez +6
We prove that there exists an equivalent norm on with the following properties: (1) The unit ball of $(L_\infty[0,1],\Vert\vert\cdot\ver…
Diameter, radius and Daugavet index of thickness of slices in Banach spaces
Abraham Rueda Zoca
We construct a Banach space with the r-BSP such that the infimum of the diameter of the slices of the unit ball is , which gives negative answer to a 2006 question by Y. Iva…
Weak precompactness in projective tensor products
José Rodríguez, Abraham Rueda Zoca
We give a sufficient condition for a pair of Banach spaces to have the following property: whenever and are sets such that $\{x\otimes y…
A characterisation of the Daugavet property in spaces of vector-valued Lipschitz functions
Rubén Medina, Abraham Rueda Zoca
Let be a metric space and be a Banach space. In this paper we address several questions about the structure of and .…
Diametral notions for elements of the unit ball of a Banach space
Miguel Martin, Yoël Perreau, Abraham Rueda Zoca
We introduce extensions of -points and Daugavet points in which slices are replaced by relative weakly open subsets (super -points and super Daugavet points) or by convex com…