A Masters degree is an academic degree awarded to individuals who successfully denote a higher level of expertise. There are two main types of Masters - taught and research.
Officially known as the Italian Republic, the country is found in southern Europe. The official language is Italian and the cultural rich capital is Rome. Many of the world's oldest universities are located in Italy, in particular the University of Bologna (founded in 1088). There are three Superior Graduate Schools with "university status", three institutes with the status of Doctoral Colleges, which function at graduate and post-graduate level.
Request Information Master's Degrees in Applied Mathematics in L'Aquila in Italy 2018
Master of Mathematical Engineering [+]
2 yearsClasses held in
Open admission with assessment of personal competencies and skillsInternationalization
Degree course with international curriculaLanguage
Lectures and seminarsPartner universities Universitat Autònoma de Barcelona (Spain) Universität Hamburg (Germany) Gdansk University of Technology (Poland) Université Nice Sophia Antipolis (France) Brno University of Technology (Czech Republic) Gdansk University of Technology (Poland) Ivan Franko National University of Lviv (Ukraine) University of Silesia (Poland) Modules A primer in mechanics An introduction to continuum mechanics Advanced Analysis I/Analisi Superiore I Applied partial differential equations Biomathematics Combinatorics and Cryptography Complex analysis Computer modelling and simulations of biomolecules/Computer Modelling And Simulations Of Biomolecules Continuum mechanics and thermodynamics Control systems/Control Systems Electronic Devices/Dispositivi Elettronici Dynamical systems and bifurcation theory English as a foreign language (level B2) Functional Analysis In Applied Mathematics And Engineering High-Performance Computing Laboratory and Applications to differential equations Intensive Programme Kinetic and hydrodynamic models Mathematical Economics and Finance Mathematical fluid dynamics Mathematical Models for Collective Behavior Mathematical Models In Life and Social Sciences Mechanics of Solids and Materials Mathematical Models for Collective Behaviour/Metodi Matematici dei Fenomeni Collettivi Nanophotonics Network design/Network Design Network optimisation Numerical Methods For Linear Algebra And Optimisation Optimisation Models and Algorithms Parallel Computing Principles of structural and cell biochemistry/Principles Of Structural And Cell Biochemistry Stochastic Processes Systems biology Systems biology/Systems Biology Time Series And Prediction/Time series and prediction [-]