of the School: Prof. Andrea
Le istruzioni per la compilazione della domanda si trovano qui
PhD of Excellence at Rome Tor Vergata University 2018-2019
The Department of Mathematics of the University of Rome Tor Vergata has been ranked first in Italy among the Departments of Mathematics in the most recent Research Assessment Exercises, see for instance this link
The Department of Mathematics has hence benefited of an extra-funding for the period 2018-2022. These funds will be largely exploited for additional activities specifically addressed to PhD students, such as seminars, advanced courses, workshops, visiting professors; there is also specific extra-funding for students’ travels and scholarships.
Within this five-year Program of Excellence, five PhD positions have been funded for the academic year 2018-2019 with yearly gross salary of 24.500 Euros approximately plus travel allowance.
The PhD program covers all areas of research in Pure and Applied Mathematics, including for instance Algebraic and Arithmetic Geometry, Number Theory, Complex Analysis, Dynamical Systems, Calculus of Variations and PDE, Operator Algebras and Quantum Field Theory, Nonlinear Analysis, Celestial Mechanics, Statistical Physics, Numerical Analysis, Probability and Mathematical Statistics. A more detailed presentation of the PhD school, including the full list of members of the PhD Board, can be found on the PhD School web page.
Our students can also benefit from strong interactions with the very lively mathematical community in Rome; there is indeed a mutual cooperation agreement with the Mathematics PhD programs run by Sapienza and Rome III University (see this link).
The main objective of the school is the preparation of highly skilled mathematicians able to work both in Academia and in other private or public institutions using advanced mathematical research. To this end several advanced courses are offered each year, held by the department faculty and by invited scholars, mainly in English. Beside these courses a great number of seminars are organized regularly. The Department provides a very lively and stimulating scientific environment, also being involved in European Training Networks, hosting research centers such at the Center for Mathematics and Theoretical Physics and being part of the organization of several schools such as the Rome-Moscow Schools. The Department has many agreements with foreign institutions or research consortia (for example the European Several Complex Variables Consortium). More activities are organized in collaboration with the other two Rome Mathematics Departments and institutions such as INdAM, the National Institute for Advanced Mathematics, and IAC, the largest institute of Applied Mathematics of the Italian Research Council CNR.
PhD students are offered a variety of research options both in pure and applied Mathematics from which to choose their thesis subject. The high scientific quality of the research options at the Department is testified by its constant top ranking in Italian research evaluations, by its hosting several European Research Council grants at every level (starting, consolidator and advanced), and several Italian research grants (PRIN, FIRB and others), and by the invitations of its researchers to top international conferences. Beside the activities in Rome, PhD students are encouraged to spend part of their training at some of the many foreign institutions with which research groups have active collaborations.
The main source of career opportunities for the PhD in Mathematics is presently given by work in Academia. An internal survey on recent PhDs shows that more than 80 per cent of them have obtained a post-doctoral position immediately after their PhD. Traditionally, PhD graduates may also obtain qualified jobs in the private sector, ranging from space industries to banks, IT companies, etc.. Another possible career is as a high-school teacher, the PhD program providing a deeper and more aware scientific preparation, with possible scientific work on the subject of school teaching itself.