activity
19962026
most citedBordered Riemann surfaces in C^2

45 citations · 725 across the 116 of their papers we have counts for

collaborators

125 papers

math.CV2026

New examples of tame families of Stein manifolds

Franc Forstneric, Finnur Larusson

Let \(X\) be a smooth open manifold of even dimension, \(T\) be a topological space, and \(\{J_t\}_{t\in T}\) be a continuous family of smooth integrable Stein structures on \(X\).…

math.DG2026

Families of proper minimal surfaces

Antonio Alarcon, Franc Forstneric

Assume that is a connected, open, oriented smooth surface, is a compact Euclidean neighbourhood retract, and is a continuous family of comple…

math.CV2026

On an extremal problem for harmonic maps conformal at a point

Franc Forstneric, David Kalaj

Let \(\mathbb D\) denote the unit disc in \(\mathbb C\). For a domain \(D\subset\mathbb C\) and a point \(p\in D\), let \(M_D(p)\) denote the supremum of \(\|df_0\|\) over all harm…

math.CV2026

The Oka principle for holomorphic fibre bundles of Holder-Zygmund classes on strongly pseudoconvex domains

Franc Forstneric

Let \(\overline Ω\) be a compact strongly pseudoconvex domain with smooth boundary in a Stein manifold, and let \(h:Z\to \overline Ω\) be a fibre bundle of Hölder-Zygmund class \(Λ…

math.DG2025

Removing singularities of minimal surfaces by isotopies

Antonio Alarcon, Franc Forstneric

Given an open Riemann surface , we show that the branch points and the complete ends of finite total curvature of a conformal minimal surface , , can…

math.CV2025

The universal family of punctured Riemann surfaces is Stein

Franc Forstneric

We show that the universal Teichmüller family of n-punctured compact Riemann surfaces of genus g is a Stein manifold for any n>0. We describe its basic function theoretic propertie…