Master’s degree in Mathematics
Department of Mathematicsopen website other courses
2nd Cycle Studies - Continuity Master Programme
Continuity second cycle
José Augusto Mendes Ferreira (firstname.lastname@example.org)
ECTS Departmental Coordinator(s)
Ana Cristina Martins Rosa (email@example.com)
Maria de Fátima da Silva Leite (firstname.lastname@example.org)
General Objectives of the CourseThe Master Program in Mathematics aims at preparing mathematicians capable of understanding, framing, formulating, and solving problems in research, development, and innovation, in the context of the public administration, banking, commerce, industry, and service industries. The program passes on a wide range of knowledge, which is rigorous when theory is concerned and ample and well-motivated when the view point of applications is taken, exploiting computational resources whenever necessary and considered opportune.
The goal of the area of specialization in Pure Mathematics is to provide advanced training in Algebra, Analysis, and Geometry, in a way sufficiently solid and comprehensive to allow investigating problems of sophisticated mathematical structure and of high level of theoretical difficulty.
The area of specialization in Statistics, Optimization, and Mathematics and Finance aims at proving training in the solution of problems involving treatment and analysis of data and support decision making, focusing in the ways of dealing with the unknown, the uncertainty, the risk, the scarceness, and the efficiency, in particular in the context of applications in Finance.
The area of specialization in Applied Analysis and Computing aims at offering an integrated training in scientific computing, more precisely in the solution of quantitative problems using computational programming and simulation, mathematical models, and a diversity of analytical, statistical, and numerical techniques.
The last two areas of specialization also offer a solid mathematical preparation in their respective underlying domains of knowledge, allowing a future basic research activity in such domains.
Learning Objectives and Intended SkillsThe Master Program in Mathematics trains a set of specific skills, which are inherent to a graduate program of this nature:
(i) knowledge of relevant mathematical theories and of their main results and of how these results are articulated among of them and are applied, simultaneously using the mathematical rigor as a fundamental language to the learning and assimilation processes and intuition as a mechanism to support and motivate.
(ii) ability to understand, frame, formulate, and solve mathematical problems, independently of their origin or structure, possibly in a multidisciplinary mathematical environment or in the context of an application in Science, Engineering, Economics or Finance.
(iii) ability to use computational tools for solving exactly or approximately complex mathematical problems or instances of problems involving extensive or uncertain data, correctly interpreting the obtained results in the light of the acquired mathematical knowledge.
Regarding general skills, namely instrumental, personal or systemic, these are generically described in the Dublin descriptors for first and second cycle studies. These skills are described in Appendix III for each course individually.
Mode of StudyFull or part time attendance, classroom-based for continuous assessment, daytime schedule.
Access to Further StudiesHolders of an MSc in Mathematics may apply to a PhD program (or third cycle studies) in Mathematics or in a closely related scientific area.
a) Holders of the Bachelor’s degree or legal equivalent;
b) Holders of a foreign academic degree after completing 1st cycle of studies organized according
to the principles of the Bologna Process by a State joined to this process,
c) Holders of a foreign academic degree that is recognized as meeting the objectives of the Bachelor’s degree by the Scientific Council of the Faculty of Science and Technology;
d) Holders of an academic, scientific or professional curriculum that is recognized by Scientific Council of Faculty of Science and Technology to attest the capacity to complete this cycle of studies.
Candidates should check the admission requirements available on this site, in addition to the information provided here.
Recognition of Prior LearningPrevious learning is analyzed and eventually recognized by equivalences.
Qualification Requirements and RegulationsThe legal framework for the qualification is established by the Decree-Law no. 74/2006, March 24th , amended and republished by the Decree-Law no. 107/2008, June 25th, and the Ordinance no. 782/2009, July 23rd.
Professional GoalsThe hereby proposed Master Program in Mathematics offers general instruction, by training abstract thinking and stimulating autonomy and creativity. Moreover, it passes on a large spectrum of theoretical, practical, and computational knowledge with enormous applicability in the most diverse analytical and quantitative problems where Mathematics plays a relevant role. Thus, the career opportunities for holders of the MSc in Mathematics are vast and varied. They can be found in research and universities, as well as in all public and private sectors of activity: (i) banking, management, and insurance; (ii) administration, service industry, commerce, information technology (IT), and telecommunications; (iii) industry and technological development.
Examination Regulations, Assessment and GradingThe assessment and grading rules follow the “Regulamento Pedagógico da Universidade de Coimbra”. The grading methodology of each course is given in the corresponding course form (FUC) – Appendix III. Course grades are given in a scale from 0 to 20.
Preparation and public defense of a dissertation.
- Study Programme
1st SemesterStart date: 10-09-2018
End date: 20-12-2018
2nd SemesterStart date: 04-02-2019
End date: 30-05-2019
Agência de Avaliação e Acreditação do Ensino SuperiorPeríodo(s)
- 2016-10-31 a 2022-10-30
R/A-Ef 1579/2011 - DGES
Direcção Geral de Ensino SuperiorPeríodo(s)