Summer School on Recent Advances in the Theory of Homogenization
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Overview
A two-week summer school to take place at the University of Chicago.
Minicourses
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Homogenized and stochastic models for equations with highly oscillatory coefficients (Guillaume Bal, Columbia University) |
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Nonperiodic homogenization of elliptic equations stochastic and deterministic approaches (Claude Le Bris, Cermics, Paris) |
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Homogenization of lattice systems (Andrea Braides, University of Roma 2) |
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Periodic homogenization of elliptic problems, Part 2 (Carlos Kenig, University of Chicago) |
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Periodic homogenization of elliptic problems, Part 1 (Zhongwei Shen, University of Kentucky) |
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Stochastic homogenization for first and second order nonlinear pde (Panagiotis Souganidis, University of Chicago) |
Program details
- Open to advanced graduate students and postdocs
- On-campus accommodation and meals will be provided as well as support towards travel expenses
To Apply
Submit your application by April 30th. The application must include:
- Personal statement about why you would like to attend
- A short CV
- A letter of recommendation
Supported by the Institute for Mathematics and its Applications and the National Science Foundation.