Daniilidis, A. (2024, April 17). Slope determination: from convex to Lipschitz continuous functions [Presentation]. NCSU Differential Equations/Nonlinear Analysis Seminar, Raleigh, North Carolina, United States of America (the).
A convex continuous function can be determined, up to a constant, by its remoteness (distance of the subdifferential to zero). Based on this result, we discuss possible extensions in three directions: robustness (sensitivity analysis), slope determination (in the Lipschitz framework) and general determination theory.
en
Projekttitel:
Unilateralität und Asymmetrie in der Variationsanalyse: P 36344N (FWF - Österr. Wissenschaftsfonds)
