From the 1 of 6 linked papers with an AI index.
6 papers
A slicing approach to stress-strain duality
Virginia De Cicco, Giovanni Scilla
The classical Kohn-Temam stress-strain pairing for symmetric tensors and is typically formulated under summability assumptions on the…
Gauss-Green formulas for divergence measure tensor fields on rough domains
Virginia De Cicco, Giovanni Scilla
The paper defines a pairing between bounded tensor fields with divergence measure and BV vector functions, introduces a notion of normal trace on rectifiable sets, and proves Gauss…
Beyond : new pairings and Gauss-Green formulas for measure fields with divergence measure
Giovanni Eugenio Comi, Virginia De Cicco, Giovanni Scilla
A new notion of pairing between measure vector fields with divergence measure and scalar functions, which are not required to be weakly differentiable, is introduced. In particular…
Lipschitz regularity of almost-minimizers in one-phase problems with generalized Orlicz growth
Chiara Leone, Giovanni Scilla, Francesco Solombrino +1
The optimal local Lipschitz regularity for scalar almost-minimizers of Alt-Caffarelli-type functionals $$ \mathcal{F}({v}; Ω) = \int_ΩÏ(x,\left|\nabla v(x) \right|)+ λÏ_{\{{v}…
Partial regularity for parabolic systems of double phase type
Jihoon Ok, Giovanni Scilla, Bianca Stroffolini
We study partial regularity for nondegenerate parabolic systems of double phase type, where the growth function is given by , , with $\tfrac{2n}…
Partial regularity for degenerate systems of double phase type
Jihoon Ok, Giovanni Scilla, Bianca Stroffolini
We study partial regularity for degenerate elliptic systems of double-phase type, where the growth function is given by with and a nonnegati…