【摘 要】
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The numerical treatment of optimization problems with PDE constraints is a very active field of mathematical research with great importance for many practic
【机 构】
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Chinese Acad.of Sci.
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The numerical treatment of optimization problems with PDE constraints is a very active field of mathematical research with great importance for many practical applications.To achieve further progress in this field of research,the development of tailored discretization techniques,adaptive approaches,and model order reduction methods has to be intertwined with the design of structure exploiting optimization algorithms in function space.This minisymposium covers mathematical research in PDE constrained optimization ranging from numerical analysis and adaptive concepts over algorithm design to the tailored treatment of optimization applications with PDE constraints.It thereby forms a platform and fair for the exchange of ideas among young researchers and leading experts in the field,and for fostering and extending international collaborations between research groups in the field.
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