Doctorate in Applied Mathematics
Aveiro, Portugal
DURATION
8 Semesters
LANGUAGES
English
PACE
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APPLICATION DEADLINE
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EARLIEST START DATE
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TUITION FEES
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STUDY FORMAT
On-Campus
Introduction
Doctorate in Applied Mathematics
Excellence in advanced training Applied Mathematics, through research work on the theme of the frontier of athematical knowledge; Solid and deep scientific knowledge in the area of Ap. Mathematics to enrich the previous training of the student; Maturity of logical and abstract reasoning; - Independence and creativity in problem solving in mathematics and its applications; - Innovation in treating problems of mathematics and applications to other contexts. We have a PhD program in Applied Mathematics that pools the considerable human and material resources of the participating institutions, to provide a research based degree, internationally competitive, in such areas as Analysis and Optimization, Statistics and Probability, Dynamics and Geometry and Algebra, Logic and Computation. Also our curricular component is sufficiently flexible to accommodate the varied interests and backgrounds of potential students, and it is also useful for the development of specific and transverse skills
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Admissions
Scholarships and Funding
Several scholarship options are available. Please visit the university website for more information.
Curriculum
Year 1
1st Semester
- Seminar
- Specialised Modules in Mathematics and Applications A·
- Advanced Topics in Algebra, Logic and Computation
- Advanced Topics in Analysis and Optimization
- Advanced Topics in Dynamics and Geometry
- Advanced Topics in Probability and Statistics
- Specialised Modules in Mathematics and Applications B 1
- Analysis and Control of Linear Systems
- Bayesian Statistics
- Bifurcation Theory
- Biological Dynamics
- Calculus of Variations
- Control of Linear Systems
- Data Stream Mining
- Differential Equations
- Galois Theories
- Lattices and Ordered Algebraic Structures
- Longitudinal Data Analysis
- Multivariate Analysis and Statistical Learning
- Multivariate Statistical Analysis
- Numerical Linear Algebra
- Numerical Spectral Methods
- Optimisation Theory
- Optimization and Network Design
- Orthogonal Polynomials and Applications
- Signal Processing and Time Series Analysis
- System Identification
- Topics in Turbulence
- Topics of Harmonic Analysis
- Topics of Kinetic Theory
- Type Theory
2nd Semester
- Research Project in Mathematics
- Specialised Modules in Mathematics and Applications B 2
- Algebraic Theory of Generalized Inverses
- Algebraic Topology
- Bayesian Statistics
- Climate Change and Energy
- Codes and Systems
- Combinatorial Geometry
- Generalized Linear Models
- Integral Equations and Their Generalizations
- Numerical Spectral Methods II
- Optimal Control
- Topics in Numerical Analysis
Year 2
Thesis (2nd Year)
Year 3
Thesis (3rd Year)
Year 4
Thesis (4th Year)
Program Tuition Fee
Career Opportunities
The student must develop capabilities: Understand new and multidisciplinary situations in one or more fields of Applied Mathematics; Integrate knowledge in Applied Mathematics; Project and develop scientific research in Applied Mathematics identifying research methods that require use of multidisciplinary knowledge to solve problems in new situations or contexts; Produce a significant number of original research in Applied Mathematics, in accordance with the requirements and standards of internationally accepted quality; Criticize results, evaluate and synthesize new and complex situations, developing solutions and making decisions in situations of limited or incomplete information; Communicate clearly their knowledge, reasoning and conclusions, to experts and non-experts; Exemplify, using knowledge and research results, the link between knowledge and technology.