Rodrigo Hernández

Rodrigo Hernández
Rodrigo Hernández
Profesor Asociado
Área(s): MATEMÁTICAS Y ESTADÍSTICA
FACULTAD DE INGENIERÍA Y CIENCIAS
DOCTOR EN CIENCIAS EXACTAS MENCIÓN MATEMÁTICAS, PONTIFICIA UNIVERSIDAD CATÓLICA DE CHILE, CHILE, 2005
E-mail: rodrigo.hernandez@uai.cl
Sede: VIÑA DEL MAR
Edificio: A
Número de oficina: 227

RESUMEN

Profesor Jornada Completa en la Facultad de Ingeniería y Ciencias de la UAI (2005 - ): Cálculo, Álgebra, Ecuaciones Diferenciales, Computación Científica.


Libro
2007 Introducción al Cálculo, 1a edición, Thomson,
2005 Editorial Santillana, Educación Matemática 3º Medio,.,
Artículos
2017 On harmonic Bloch-type mappings, Complex Variables and Elliptic Equations, 62, 1081-1092
2016 Affine and linear invariant families of harmonic mappings, Mathematische Annalen, ,
2015 Criteria for univalence and quasiconformal extension of harmonic mappings in terms of Schwarzian derivative , Archiv der Mathematik, 104, 53-59
2015 Ahlfors–Weill extensions in several complex variables, Journal für die reine und angewandte Mathematik, 2015, 161-179
2013 On the univalence of certain integral transform ., Proyecciones Journal of Mathematics (UCN, Chile), 281-288, 32
2013 Stable geometric properties of analytic and harmonic functions, Mathematical Proceedings of the Cambridge Philosophical Society, 155, 343-359
2012 The order of a linearly invariant family in Cn, Journal of Mathematical Analysis and Applications, ,
2011 Prescribing the preSchwarzian in several complex variables., Annales Academiae Scientiarum Fennicae Mathematica, 36, 331-340
2010 Univalent Functions, VMOA and Related Spaces., Journal of Geometric Analysis, ,
2009 Computational Methods and Function Theory, 443-454, 9, A condition for univalence in the polydisk.
2007 Univalent harmonic mappings and linearly connected domains, Journal of Mathematical Analysis and Applications, 332, 1189-1194
2007 Schwarzian derivatives and some criteria for univalence in several complex variables, Complex Variables and Elliptic Equations, 52, 397-410
2006 Schwarzian derivatives and a linear invariant family in Cn, Pacific Journal of Mathematics, 228, 201-218