Bogdan Raiță

activity

20172022

A

-weakly differentiable functions on domains

32 citations · 242 across the 23 of their papers we have counts for

collaborators

Showing 2018Show all

3 papers · 1 filter

math.AP2018★ 5 cited

$L^{1}$ -estimates for constant rank operators

Bogdan Raiţă

We show that the inequality $∥ D^{k - 1} (u - π u) ∥_{L^{n / (n - 1)} (R^{n})} \leq c ∥ B (D) u ∥_{L^{1} (R^{n})}$ holds for vector fields $u\in\mathrm{…

math.AP2018★ 30 cited

Potentials for $A$ -quasiconvexity

Bogdan Raita

We show that each constant rank operator $A$ admits an exact potential $B$ in frequency space. We use this fact to show that the notion of $A$ -quasicon…

math.FA2018★ 11 cited

On critical $L^{p}$ -differentiability of $BD$ -maps

Franz Gmeineder, Bogdan Raita

We prove that functions of locally bounded deformation on $R^{n}$ are $L^{n / (n - 1)}$ -differentiable almost everywhere. More generally, we show that this critical $\m…

L1-estimates for constant rank operators

Potentials for A-quasiconvexity

On critical Lp-differentiability of BD-maps

$L^{1}$ -estimates for constant rank operators

Potentials for $A$ -quasiconvexity

On critical $L^{p}$ -differentiability of $BD$ -maps