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A master’s degree in mathematics, applied mathematics, optimization, statistics, machine learning, or a closely related field, with a solid background in analysis, differential equations, and/or
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areas may also be considered; inquiries may be directed to David Rydh the head of the Ph.D. program. Commutative algebra (1 position, advisor: Mats Boij ) Differential Geometry, Geometric Analysis and
Searches related to finite element analysis
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