activity
20142022
most citedAffine and linear invariant families of harmonic mappings

2 citations · 4 across the 5 of their papers we have counts for

collaborators

5 papers

cs.DC20222 cited

Fiuncho: a program for any-order epistasis detection in CPU clusters

Christian Ponte-Fernández, Jorge González-Domínguez, María J. Martín

Epistasis can be defined as the statistical interaction of genes during the expression of a phenotype. It is believed that it plays a fundamental role in gene expression, as indivi…

math.CV2016

Criteria for bounded valence of harmonic mappings

Juha-Matti Huusko, María J. Martín

In 1984, Gehring and Pommerenke proved that if the Schwarzian derivative of a locally univalent analytic function in the unit disk satisfies that $\limsup_{|z|\to 1} |S(…

math.OA2015

Convex-transitive Douglas algebras

María J. Martín, Jarno Talponen

The convex-transitivity property can be seen as a convex generalization of the almost transitive (or quasi-isotropic) group action of the isometry group of a Banach space on its un…

math.CV2014

Criteria for univalence and quasiconformal extension of harmonic mappings in terms of the Schwarzian DERIVATIVE

Rodrigo Hernández, María J. Martín

We prove that if the Schwarzian norm of a given complex-valued locally univalent harmonic mapping in the unit disk is small enough, then is, indeed, globally univalent and…

math.CV20142 cited

Affine and linear invariant families of harmonic mappings

Martin Chuaqui, Rodrigo Hernández, María José Martín

We study the order of affine and linear invariant families of planar harmonic mappings in the unit disk and determine the order of the family of mappings with bounded Schwarzian no…