BrainMap

Cezar JOITA

Researcher - INSTITUTUL DE MATEMATICA "SIMION STOILOW" AL ACADEMIEI ROMANE

Researcher

Curriculum Vitae (16/09/2016)

Expertise & keywords

Several Complex Variables Call name: Exploratory Research Projects - PCE-2011 call
PN-II-ID-PCE-2011-3-0269 2012 - 2016

Role in this project: Key expert

Coordinating institution: Institutul de Matematica "Simion Stoilow" al Academiei Romane

Project partners: Institutul de Matematica "Simion Stoilow" al Academiei Romane (RO)

Affiliation:

Project website: http://www.imar.ro/~cjoita/MC-SCV/MC-SCV.html

Abstract:

The main theme of most of our objectives is analytic convexity. We want to study convexity properties of coverings of 1-convex complex manifolds. The Shafarevich conjecture asks to decide if the universal covering of a projective manifold is holomorphically convex. We will consider an analogue of Shafarevich conjecture for coverings of 1-convex quasi-projective surfaces. We would like to decide if a covering of a 1-convex surface has the discrete disk property. We intend also to study the separation of the cohomology groups with coefficients in a coherent sheaf of coverings of 1-convex manifolds. We would like to produce a series of examples in this framework. We plan to consider complex manifolds on which global holomorphic functions separate points and give local coordinates and decide if they are open subsets of Stein singular spaces.

We will study the dynamics of holomorphic endomorphisms of the n-dimensional complex projective space and also the ergodic properties of measures obtained as limits of sequences of certain distributions with dynamical significance or with certain good invariance properties.

FILE DESCRIPTION	DOCUMENT
List of research grants as project coordinator
List of research grants as partner team leader
List of research grants as project coordinator or partner team leader
Significant R&D projects for enterprises, as project manager
R&D activities in enterprises
Peer-review activity for international programs/projects