In this paper we present two constructions: the Lipschitz closed injective hull ideals and the
Lipschitz interpolative ideals of a Lipschitz operator ideal. These procedures aim to construct …

We introduce and study the Lipschitz injective hull of Lipschitz operator ideals defined
between metric spaces. We show some properties and apply the results to the ideal of …

In [15], EA Sánchez Pérez introduced the class of (s; q, θ)-mixing operators, as a
generalization of (s; q)-mixing operators. We investigate analogous concepts here for the …

We analyse and characterise the notion of lattice Lipschitz operator when defined between
Banach function spaces. After showing some general results, we restrict our attention to the …

We introduce a method based on Lipschitz pointwise transformations to define a distance on
a Banach function space from its norm. We show how some specific lattice geometric …

We introduce and investigate the concept of two-Lipschitz operator ideal between pointed
metric spaces and Banach spaces. We show the basics of this new theory and we give a …

We introduce the notions of strongly Lipschitz (p, r, s)-nuclear operators and strongly
Lipschitz (p, r, s)-integral operators. We develop a theory of strongly Lipschitz (p, r, s) …

This work aims to define a new class of operators, called strongly p, σ-Lipschitz mappings.
We prove a Pietsch type domination/factorization theorem for this class of operators and …

Building upon the interpolation procedure of H. Jarchow and U. Matter for linear operator
ideals we define interpolative Lipschitz ideals between metric spaces and Banach spaces …

The extension of the concept of p-summability for linear operators to the context of Lipschitz
operators on metric spaces has been extensively studied in recent years. This research …