Subjects
- The program subjects are organized into 3 groups: Compulsory, Intermediate and Specific, the latter being subdivided into Advanced Methods and Applications.
Compulsory Subjects
Algorithms and Data Structures
Mathematical Methods
Introduction to Mathematical Modeling
Master’s Dissertation (only for the Master’s)
Teaching Internship I (Master’s and Doctorate)
Teaching Internship II (only for the Doctorate)
Doctoral Thesis (only for the Doctorate)Intermediate Subjects
Line of research: Applied Numerical Methods
Introduction to Discrete Methods
Statistical methods
Numerical methods
Signal Processing
Stochastic Processes
Line of research: Applied Computing Systems
Database
Computing in Distributed Environments
Software Engineering
Computational Intelligence
Graphic Processing
Complementary disciplines:
Entrepreneurship and InnovationSpecific Disciplines – Advanced Methods
Smart Agents
Computational Linear Algebra
Numerical Analysis of Finite Element Methods
Evolutionary Computing
Web development
Introduction to Data Science
Boundary Element Method
Finite Element Method
Variational Methods
Optimization
Pattern Recognition
Queuing Theory
Advanced Topics in Parallel Computing
Advanced Topics in Computational Intelligence
Special Topics in Databases
Special Topics in Software Engineering
Special Topics in Graphics ProcessingSpecific Disciplines – Applications
Applications in E-Science
Bioinformatics and Computational Biology
Vibration Control
Dynamics of Deformable Bodies
Computational Electrophysiology
Computational Immunology
Introduction to Biomechanics
Introduction to Molecular Mechanics
Introduction to Structural Optimization
Continuum Mechanics
Computational Fluid Mechanics
Forecasting Methods for the Energy Market
Computational Modeling of Aeroelastic Phenomena
Constitutive Modeling
Complex Network Modeling
Numerical Modeling of Porous Media
Computational Platforms for Modeling Mechanical Problems
Time Series
Computational Simulation – Physics of Condensed Systems
Advanced Topics in Computational Biology
Advanced Topics in Computational Mechanics
Special Topics in Multiscale Modeling
Research Internationalization Topics
Course syllabuses can be found in this shared directory:https://drive.google.com/drive/folders/1BJpwnSgBQEOy510PuAKfHsT6fMZc1N1V?usp=sharing
https://drive.google.com/drive/folders/1BJpwnSgBQEOy510PuAKfHsT6fMZc1N1V?usp=sharing