Daniilidis, A. (2023, July 17). Applications of semialgebraic geometry in variational analysis [Conference Presentation]. Dynamical systems and Semi-Algebraic Geometry: Interactions with Optimization and Deep Learning, Conference 2023, Dalat, Viet Nam.
E105 - Institut für Stochastik und Wirtschaftsmathematik
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Date (published):
17-Jul-2023
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Event name:
Dynamical systems and Semi-Algebraic Geometry: Interactions with Optimization and Deep Learning, Conference 2023
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Event date:
17-Jul-2023 - 21-Jul-2023
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Event place:
Dalat, Viet Nam
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Keywords:
semi-algebraic sweeping process; Lipschitz functions; semismooth; Newton method
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Abstract:
Talk 1. Bounded orbits of a semi-algebraic sweeping process have finite length. (based on a recent work with D. Drusviatskiy)
Talk 2. Semialgebraic Lipschitz functions are semismooth. (based on an old work with J.Bolte and A. S. Lewis)
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Additional information:
The conference consists of both lecture series providing an overview of research fields and research talks which concentrate on more focused topics.
Lecture series by: Aris Daniilidis (Austria), Minh-Son Dao (Japan), Jinqiao Duan (USA), Qianxiao Li (Singapore), Le Loi Ta (Vietnam).
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Research Areas:
Mathematical and Algorithmic Foundations: 90% Modeling and Simulation: 10%
