Skip Ribbon Commands
Skip to main content
Portal UMinho




Portal UMinho > EN > Education > Educational offer

Mathematics and Computation (Master) 2016/2017

Back


General


Academic degree:
  • Master's degree
ECTS:
120
Duration:
4 curricular semesters
Regime:
Daytime
Place:
Gualtar Campus, Braga (UM)
Main Scientific area:
  • Mathematics

Contacts


    School of Sciences
    Campus de Gualtar
    4710 - 057 Braga

    Tel: 253604390 Fax: 253604398
    E-Mail: presidencia@ecum.uminho.pt; sbarreto@ecum.uminho.pt; sec@ecum.uminho.pt
    URL: http://www.ecum.uminho.pt

Description


The Master Degree in Mathematics and Computation is a Mathematics 2nd cycle course with emphasis on computational solutions to mathematical problems and the application of those solutions in science and technology, including Computer Science. The main scientific areas of the course are Computational Discrete Mathematics, Numerical Mathematics, and Computer Science, areas which play a central role in the modern technologies. The applications include, among many others, image processing, computer-aided design / manufacturing (CAD/CAM), secure and reliable communication technology, and formal verification of software. The course gives not only the opportunity to use advanced computational tools like symbolic computational system and libraries of scientific computing, but also the necessary instruction for the analysis and implementation of new algorithms. The course results from collaboration between the Department of Mathematics and Applications and the Department of Informatics of UM.

Access to higher education


This Master degree provides basic training to carry out a course of 3rd cycle (PhD) in the same scientific area, or other areas

Careers


Analyst,programmer,consultant in the áreas of software, informatics, and technologies of information and communication

Access


20

Vacancies

12

Minimum

Access forms


The access to this Cycle of Study can be done at the Students Portal of the University of Minho
http://candidaturas.alunos.uminho.pt/Default.aspx?tabid=1&pageid=17&langid=pt-PT

This information does not replace consultation of Regulation Cycle Studies Conducive to Obtaining a Master Degree from the University of Minho and other documents.

Entry requirements


Graduates in Mathematics, Computer Science, Informatics, or similar areas

Recommended requirements


Not applicable.

Application deadlines


1st Phase
From May 19 to June 09, 2016

2nd Phase
From August 26 to September 05, 2016

3rd Phase
From September 26 to September 30, 2016

Registration deadlines


1st Phase
From July 21 to July 28, 2016

2nd Phase
From September 22 to September 30, 2016

3rd Phase
From October 12 to October 14, 2016

Aditional Information


Study Plan


Regime Curricular Unit Scientific Area ECTS
Year 1 60
S1 Computational Number Theory M 7.5
S1 Logic of Programming CComp 7.5
S1 Opção 1 5
Approximation Theory M 5
Category Theory M 5
Coding Theory M 5
Complements of Complex Analysis M 5
Complements of Numerical Analysis M 5
Complexity CComp 5
Computability CComp 5
Computational Geometry M 5
Computational Mathematical Systems M 5
Introduction to Algorithms and Programming CComp 5
Numeric Methods for Differential Equations M 5
Numerical Algorithms and Parallel Computation M 5
Numerical Linear Algebra M 5
Semigroups, Automata and Languages M 5
Signal Processing and Wavelets M 5
S1 Opção de Informática 1
As Opções de Informática são escolhidas em bloco de forma a constituírem um dos Perfis de Especialização – e-Science; Métodos Formais em Engenharia de Software e Sistemas Distribuídos e Criptografia.
5
Cryptography and Information Security CComp 5
Specification and Modelling CComp 5
S1 Opção de Informática 2
As Opções de Informática são escolhidas em bloco de forma a constituírem um dos Perfis de Especialização – e-Science; Métodos Formais em Engenharia de Software e Sistemas Distribuídos e Criptografia.
5
Analysis and Testing CComp 5
Distributed Systems Paradigms CComp 5
S2 Complexity CComp 5
S2 Integrated Project CComp 10
S2 Opção 2 5
Approximation Theory M 5
Category Theory M 5
Coding Theory M 5
Complements of Complex Analysis M 5
Complements of Numerical Analysis M 5
Complexity CComp 5
Computability CComp 5
Computational Geometry M 5
Computational Mathematical Systems M 5
Introduction to Algorithms and Programming CComp 5
Numeric Methods for Differential Equations M 5
Numerical Algorithms and Parallel Computation M 5
Numerical Linear Algebra M 5
Semigroups, Automata and Languages M 5
Signal Processing and Wavelets M 5
S2 Opção de Informática 3
As Opções de Informática são escolhidas em bloco de forma a constituírem um dos Perfis de Especialização – e-Science; Métodos Formais em Engenharia de Software e Sistemas Distribuídos e Criptografia.
5
Architectural Reasoning CComp 5
Information Systems Security CComp 5
Modeling and Simulation CComp 5
S2 Opção de Informática 4
As Opções de Informática são escolhidas em bloco de forma a constituírem um dos Perfis de Especialização – e-Science; Métodos Formais em Engenharia de Software e Sistemas Distribuídos e Criptografia.
5
Dependable Distributed Systems CComp 5
Formal Verification CComp 5
Numeric Methods and Algorithms CComp 5
Year 2 60
A Dissertation/Internship M 50
S1 Opção 3 5
Approximation Theory M 5
Category Theory M 5
Coding Theory M 5
Complements of Complex Analysis M 5
Complements of Numerical Analysis M 5
Complexity CComp 5
Computability CComp 5
Computational Geometry M 5
Computational Mathematical Systems M 5
Databases TComp 5
Introduction to Algorithms and Programming CComp 5
Numeric Methods for Differential Equations M 5
Numerical Algorithms and Parallel Computation M 5
Numerical Linear Algebra M 5
Semigroups, Automata and Languages M 5
Signal Processing and Wavelets M 5
S1 Opção 4 5
Approximation Theory M 5
Category Theory M 5
Coding Theory M 5
Complements of Complex Analysis M 5
Complements of Numerical Analysis M 5
Complexity CComp 5
Computability CComp 5
Computational Geometry M 5
Computational Mathematical Systems M 5
Introduction to Algorithms and Programming CComp 5
Numeric Methods for Differential Equations M 5
Numerical Algorithms and Parallel Computation M 5
Numerical Linear Algebra M 5
Semigroups, Automata and Languages M 5
Signal Processing and Wavelets M 5

Assessment/Accreditation


A3ES Accreditation status:
Accredited
Resolution publication date:
15-01-2016
Registry number at Ministry:
R/A-Ef 2533/2011
Registry Date:
18-03-2011
Accreditation validity:
14-01-2022

  • Universidade do
    Minho
  • Largo do Paço
    4704-553 Braga
  • T.:253 601 100, 253 601 109
    E.: gcii@reitoria.uminho.pt
© University of Minho - 2024