The studied numerical techniques focus on optimization methods and are addressed from an essentially practical viewpoint. They include classical methods for problems with and without constraints, stochastic methods like simulated annealing and techniques based on biological systems like evolutionary computing or artificial immune systems, and foraging and swarm strategies. Finally, students will look at their application to production line problems in industry.
Familiarity with applied advanced numerical calculus techniques and their implementation in high-performance computing in order to solve new problems and generally tackle and research questions related to this line of work.
Students will be graded on the oral presentation and written report on a project that they have to complete as part of the subject. Students shall be assigned projects individually. Projects shall address any part of the subject content and cover theoretical and practical aspects of the learning contents. Before developing their project, students shall have to submit a topic proposal and work plan for discussion with the instructor.
|SSC2||Analysis and synthesis of solutions to problems requiring innovative approaches to the definition of the computational infrastructure, processing and analysis of heterogeneous data types||A|
|SSC7||Evaluation and application of diverse mathematical and statistical theories, and available knowledge extraction and discovery processes, methods and techniques for large data volumes||K|
|SSC8||Application of the theoretical and mathematical foundations of heterogeneous functions and data processing and analysis and evaluation and design of related methods for application in practical domains||S|
|Code||Learning Outcome||Associated competences||Proficiency level|
|RA-APDI-4||Be familiar with examples of real applications and research trends and lines||SSC2, SSC7||A|
|RA-APDI-6||Select and apply optimization methods to specific problems||SSC2, SSC8||S|
|RA-APDI-5||Be familiar with the theory of classical optimization methods and heuristics||SSC2, SSC8||S|
|RA-APDI-7||Be familiar with and apply the necessary foundations of approximation theory to solve some integrable system problems||SSC7, SSC8||S|
Subject learning guide for Advanced Numerical Computation