International Summer School on Numerical Linear Algebra will take place at the Akademie Berlin-Schmöckwitz in Germany and will be held in association with the SIAM Activity Group in Linear Algebra (SIAG/LA).
About the program:
- for Master’s and PhD students in mathematics and related programs
- The school will consist of 4 courses on the theory of sparse representation and approximation, tensor based methods and computation, algorithms for sparse numerical linear algebra, and sparsity in optimization.
- All courses will have a strong computational component.
- A poster session during the summer school will give participating students the opportunity to present their own work to the whole group.
Number of places: 40
Schedule:
- May 29, 2017 to June 9, 2017
- The weekend in between (June 3-4) will be used for group activities (e.g. sightseeing in Berlin or Potsdam).
- Participants are expected to stay for the entire school.
Requirements:
- Applications are invited from graduate students (working toward a M.Sc. or PhD or equivalent) from all countries and from all disciplines related to the topic of the school to apply.
- The program is part of the G2S3 2017 mission statement to increase diversity in the Computational Sciences
- Female students and students from under-represented minorities are encouraged to apply, as well as students from smaller institutions.
Applications
- Send the following documents (in English) and combined into a single PDF file to [email protected]
- Cover letter describing relevant experience and motivation (2 pages max.)
- Brief CV (2 pages max.)
- Transcript containing relevant classes attended (only course titles and grades)
- Application for financial support of travel costs (If required)
| —————Quick Overview————- | |
| Organization | Institute of Mathematics, TU Berlin |
| Fellowship Level | Internship |
| Country | Germany |
| Subject areas | Mathematics, Computational Sciences |
| Fellowship amount | Varies |
| Eligibility | Open to all nationalities |
| Deadline | February 1, 2017 |
| ——————————————– | |
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