PI1: Manuel D. Contreras Márquez PI2: Luis Rodríguez Piazza Abstract: The aim of this project is to develop several research topics in the frame of Mathematical Analysis touching different areas as complex variable, operator theory, number theory, geometry of Banach spaces and differential equations. More specifically, we address the following topics: 1. Problems of Loewner Theory where aspects …
PI: Contreras Márquez, Manuel D. Abstract: Source of Funding: 2009 National Plan / MTM2009-14694-C02-02 Implied entities: Universidad de Sevilla, Tor Vergata University (Rome, Italy), Technical University of Berlin (Germany) iMAT research line: ⊕ RL10. Mathematical Analysis Researchers: Manuela BasalloteFilippo Bracci (Tor Vergata University, Rome)Santiago Díaz MadrigalCarmen Hernández ManceraChristian Pommerenke (Technical University of Berlin). …
PI: Contreras Márquez, Manuel D. Abstract: The project can be situated within the general framework of analytic and harmonic functions in planar domains or in other special domains in several variables or spheres and its relationships with, or applications to, other fields of Mathematics. Our global objective is to deepen further our understanding of several aspects …
PI1: Manuel D. Contreras Márquez PI2: Luis Rodríguez Piazza Abstract: The aim of this project is to develop several research topics in the frame of Mathematical Analysis touching different areas as complex variable, operator theory, geometry of Banach spaces, differential equations, and convex geometry. More specifically, we address the following topics: 1. Problems of Loewner theory where …
