Jan Kristensen

most citedQuasiconvex functionals of

(p, q)

-growth and the partial regularity of relaxed minimizers

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.AP2022★ 1 cited

Quasiconvex functionals of $(p, q)$ -growth and the partial regularity of relaxed minimizers

Franz Gmeineder, Jan Kristensen

We establish $C^{\infty}$ -partial regularity results for relaxed minimizers of strongly quasiconvex functionals \begin{align*} \mathscr{F}[u;Ω]:=\int_ΩF(\nabla u)\,\mathrm…

math.AP2021

Concentration effects of BV gradients have gradient structure

Jan Kristensen, Bogdan Raiţă

We prove that the concentration effects arising from weakly-* convergent sequences of gradients of maps of bounded variation have gradient structure. This is in stark contrast with…

Quasiconvex functionals of (p,q)-growth and the partial regularity of relaxed minimizers

Concentration effects of BV gradients have gradient structure

Quasiconvex functionals of $(p, q)$ -growth and the partial regularity of relaxed minimizers