A. Gjokaj

activity

20202026

most citedQCH mappings between unit ball and domain with

C^{1, α}

boundary

2 citations · 2 across the 5 of their papers we have counts for

collaborators

Showing 2026Show all

2 papers · 1 filter

math.DG2026

Bergman barycentric extensions of boundary homeomorphisms of the complex ball

David Kalaj, Anton Gjokaj, Vladimir Jacimovic

We define a Bergman barycentric extension of boundary homeomorphisms of the complex unit ball by \[ E_B(f)(z)=\barB(f_*σ_z), \] where $\barB$ is the Busemann barycenter for the B…

math.AP2026

Lipschitz regularity of harmonic quasiconformal maps between Lyapunov domains in $R^{n}$

Anton Gjokaj, David Kalaj

We prove that every sense-preserving harmonic $K$ --quasiconformal homeomorphism $f : D \to Ω$ between Lyapunov domains (equivalently, bounded $C^{1, α}$ domains) in $R^{n}$ …

Bergman barycentric extensions of boundary homeomorphisms of the complex ball

Lipschitz regularity of harmonic quasiconformal maps between Lyapunov domains in Rn

Lipschitz regularity of harmonic quasiconformal maps between Lyapunov domains in $R^{n}$