Recent topics in complexity for nonconvex optimization problems

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• Departement of Applied Mathematics, Polytechnic University of Hong Kong

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• DIEF, University of Florence

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• Recent progress in evaluation complexity for nonlinear optimization

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• Recent results in worst-case evaluation complexity for smooth and non-smooth, exact and inexact, nonconvex optimization

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• University of Oxford

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• ADALGOPT - Advanced algorithms in nonlinear optimization

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