PhD Program in Mathematics in Trieste in Italy

Find PhD Programs in Mathematics 2017 in Trieste in Italy

Mathematics

The most popular doctorate is the Doctor of Philosophy or Ph.D. Ph.D.s and other study doctorates prepare graduate student to launch new plans that add to the common knowledge base of the field. Candidates for and holders of Ph.D.s often seek professions as professors and researchers, but many also go on to different roles in the charitable, public, and private sectors.

Mathematics is a discipline that needs frequent studies, research and analysis of the legendary mathematical formulas. This training will help you understand the mathematical concepts. At the same time, you will come up with better ways to simplify the mathematical formulas to ease the understanding process especially for students.

Italy, officially the Italian Republic, is a unitary parliamentary republic within the European Union, located in Southern Europe. To the north, it borders France, Switzerland, Austria, and Slovenia along the Alps.

For all those who are interested in studying rich Italian culture and heritage, Trieste is the best place to visit. It has distinctive training institutions that provide quality education at a reasonable cost. Università degli Studi di Trieste is well known for good education system and support for students.

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PhD in Geometry and Mathematical Physics

International School for Advanced Studies (SISSA)
Campus Full time 3 - 4 years October 2017 Italy Trieste

The PhD program in Geometry and Mathematical Physics focuses on the study of analytic and geometric aspects of physical phenomena that are of fundamental interest in both pure and applied sciences and covers wide spectrum of topics [+]

Doctoral Degrees in Mathematics in Trieste in Italy. Purpose of the PhD Course The PhD program in Geometry and Mathematical Physics focuses on the study of analytic and geometric aspects of physical phenomena that are of fundamental interest in both pure and applied sciences and covers wide spectrum of topics in modern algebraic and differential geometry and their applications. Research Topics Integrable systems in relation with differential, algebraic and symplectic geometry, as well as with the theory of random matrices, special functions and nonlinear waves, Frobenius manifolds Deformation theory and virtual classes moduli spaces of sheaves and of curves, in relation with supersymmetric gauge theories, strings, Gromov-Witten invariants, orbifolds and automorphisms Quantum groups, noncommutative Riemannian and spin geometry, applications to models in mathematical physics Mathematical methods of quantum mechanics Mathematical aspects of quantum Field Theory and String 
Theory Symplectic geometry, sub-riemannian geometry Geometry of quantum fields and strings Seminar on Hodge theory The students of the Geometry and Mathematical Physics sector organize a series of seminars on topics of Hodge Theory. The most recent placements after PHD at SISSA: Mathematical Sciences Research Institute Berkeley - USA, Harvard University, Cambridge - USA , Mathematical Institute, University of Oxford - UK, DAMTP, University of Cambridge - UK, Max Planck Institute, Bonn - Germany , École Polytechnique, Palaiseau - France General Rules The PhD programme consists in three/four years of study and research. The main selection procedure consists in an entrance examination. This is divided into two parts: in the written part applicants... [-]

PhD in Mathematical Analysis, Modelling and Application

International School for Advanced Studies (SISSA)
Campus Full time 3 - 4 years August 2017 Italy Trieste

The aim of the PhD Course in Mathematical Analysis, Modelling, and Applications is to educate graduate students in the fields of mathematical analysis and mathematical modelling, and in the applications of mathematical and numerical analysis to science and technology. [+]

Purpose of the PhD Course The aim of the PhD Course in Mathematical Analysis, Modelling, and Applications is to educate graduate students in the fields of mathematical analysis and mathematical modelling, and in the applications of mathematical and numerical analysis to science and technology. The goal is to enable PhDs to work as high level researchers in these fields in universities, research institutes, and private companies. Research Topics The activity in Mathematical Analysis is mainly focused on ordinary and partial differential equations, on dynamical systems, on the calculus of variations, and on control theory. Connections of these topics with differential geometry and reduced order modeling are also developed. The activity in Mathematical Modelling is oriented to subjects for which the main technical tools come from mathematical analysis. The present themes are multiscale analysis, mechanics of materials, micromagnetics, modelling of biological systems, computational fluid and solid dynamics and problems related to control theory. The Applications of Mathematics developed in this course are related to the numerical analysis of partial differential equations and of control problems. This activity is developed in collaboration with MathLab for the study of problems coming from the real world, from industrial and medical applications, and from complex systems. Main research lines: Calculus of Variations and Multiscale Analysis Conservation Laws and Transport Problems Geometric Control Theory and Sub-Riemannian Geometry Mechanics of Materials and of Biological Systems Nonlinear Analysis Numerical Analysis Systems Biology The most recent placements after PhD at SISSA: Ecole Polytechnique (Palaiseau, France), University of Oxford (Oxford,... [-]