Jordan Goblet

activity

20062014

most citedLipschitz extension of multiple Banach-valued functions in the sense of Almgren

15 citations · 18 across the 3 of their papers we have counts for

collaborators

3 papers

math.AP2014★ 3 cited

Existence of $p$ harmonic multiple valued maps into a separable Hilbert space

Philippe Bouafia, Thierry De Pauw, Jordan Goblet

The general existence of $p$ -Dirichlet energy minimizing maps into $Q_{Q} (l_{2})$ is obtained.

math.AP2007

Regularity of Dirichlet nearly minimizing multiple-valued functions

Jordan Goblet, Wei Zhu

In this paper, we extend the related notions of Dirichlet quasiminimizer, $ω -$ minimizer and almost minimizer to the framework of multiple-valued functions in the sense of Almgren a…

math.MG2006★ 15 cited

Lipschitz extension of multiple Banach-valued functions in the sense of Almgren

Jordan Goblet

A multiple-valued function $f : X \to Q_{Q} (Y)$ is essentially a rule assigning $Q$ unordered and non necessarily distinct elements of $Y$ to each element of $X$ . We study the Lip…

Existence of p harmonic multiple valued maps into a separable Hilbert space

Regularity of Dirichlet nearly minimizing multiple-valued functions

Lipschitz extension of multiple Banach-valued functions in the sense of Almgren

Existence of $p$ harmonic multiple valued maps into a separable Hilbert space