Master's Degree in Mathematics in L'Aquila in Italy

View Masters Programs in Mathematics 2018 in L'Aquila in Italy

Mathematics

A masters is the first level of graduate coursework and can be obtained after you receive a bachelor’s degree. Earning a masters usually requires two years of full-time study, which amounts to 36 to 54 semester credits.

 

Advanced mathematics training can focus on the basic theories of quantum mechanics in which a single particle system is observed and analyzed in order to make predictions about experiment outcomes.  Hydrodynamic stability can be another advanced subject covered in a mathematics program.

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.

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Master in Mathematics

University of L'Aquila
Campus Full time 2 years October 2018 Italy L'Aquila

Master in Mathematics [+]

Level

Master's

Duration

2 years

Classes held in

L'Aquila

Admission typology

Open admission with assessment of personal competencies and skills

Internationalization

Degree course with international curricula

Language

English

Teaching methods

Lectures and seminars

Partner universities Brno University of Technology (Czech Republic) Gdańsk University of Technology (Poland) Ivan Franko National University of Lviv (Ukraine) University of Silesia (Poland) Modules Advanced Analysis/Advanced Analysis Advanced Numerical Analysis Advanced Algebra /Algebra Superiore Biomathematics Combinatorics and Cryptography Didattica Della Matematica/Foundation and Methodology of Mathematics Education Foundation and Methodology of Mathematics Education Foundation of Mathematics Riemannian Geometry/Geometria Riemaniana Advanced Geometry /Geometria Superiore High-Performance Computing Laboratory and Applications to differential equations Kinetic and hydrodynamic models Mathematical Economics and Finance Mathematical fluid dynamics Mathematical Models for Collective Behavior Mathematical Physics 1 Mathematical Physics 2 Modern Physics Numerical Methods For Differential Equations Probability and Stochastic Processes/Probabilità e Processi Stocastici Stochastic models and applications Stochastic Processes Time Series And Prediction/Time series and prediction [-]

Master in Mathematical Engineering

University of L'Aquila
Campus Full time 2 years October 2018 Italy L'Aquila

Master of Mathematical Engineering [+]

Level

Master's

Duration

2 years

Classes held in

L'Aquila

Admission typology

Open admission with assessment of personal competencies and skills

Internationalization

Degree course with international curricula

Language

English

Teaching methods

Lectures and seminars

Partner 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 [-]