Pietro Wald

collaborators

2 papers

math.FA2025

Shortcut Laakso spaces, pure PI unrectifiability and differentiability of Lipschitz functions

David Bate, Pietro Wald

We construct a family of purely PI unrectifiable Lipschitz differentiability spaces and investigate the possible of Banach spaces targets for which Lipschitz differentiability hold…

math.MG2025

Structure of Metric $1$ -currents: approximation by normal currents and representation results

David Bate, Emanuele Caputo, Jakub TakÃ¡Ä +2

We prove the $1$ -dimensional flat chain conjecture in any complete and quasiconvex metric space, namely that metric $1$ -currents can be approximated in mass by normal $1$ -currents.…

Shortcut Laakso spaces, pure PI unrectifiability and differentiability of Lipschitz functions

Structure of Metric 1-currents: approximation by normal currents and representation results

Structure of Metric $1$ -currents: approximation by normal currents and representation results