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Mathematical Analysis, Modelling, and Applications

Admission to PhD program

There are two admission sessions: on 12-13 April 2018 and on 5-6 September 2018.

Entrance examination is based on:

  • Evaluation of curriculum vitae
  • Written test (first day of exams)
  • Oral interview (second day of exams)

Funds are available to cover travel and lodging expenses: to apply for such funds write at and submit your CV.

The admission process starts by registering at the page and filling out the requested form.

Important Dates

Spring session:
  • deadline for funds request: 16 March 2018
  • deadline for application: 31 March 2018
  • exams: 12-13 April 2018
Autumn session:
  • deadline for funds request: 29 July 2018
  • deadline for application: 22 August 2018
  • exams: 5-6 September 2018

Should you have any queries or require any further information please do not hesitate to contact us by email:


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.

This PhD Course continues in a unified way the PhD Courses in Mathematical Analysis and in Applied Mathemathics, active until the academic year 2012-2013.


Research Topics

The activity in mathematical analysis is mainly focused on Dynamical Systems and PDEs, on the Calculus of Variations, on Hyperbolic Conservation Laws and Transport Problems, on Geometric Analysis and on Geometry and 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.


PhD Coordinator for Mathematical Analysis, Modeling, and Applications


Visiting Professors

External Collaborators

Temporary Scientific Staff

PhD Students

Fourth Year Students

Third Year Students

Second Year Students

First Year Students


Previous PhD Theses

Click here to see the previous PhD Theses.



Click here to see the regulation of this PhD course (in Italian).

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