Mathematics – Optimization and Control
Scientist
Mathematics
Optimization and Control
Scientist
Characterizing generalized derivatives of set-valued maps: Extending the Aubin and Mordukhovich criterions
Continuity of set-valued maps revisited in the light of tame geometry
Finding saddle points of mountain pass type with quadratic models on affine spaces
First order dependence on uncertainty sets in robust optimization
Generalized differentiation with positively homogeneous maps: Applications in set-valued analysis and metric regularity
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