Today: How to solve a GNEP by solving a NEP? Here is the answer in our new paper "A One-Extra Player Reduction of GNEPs to NEPs" (jointly with David Salas from Chile and @hlefebvr.bsky.social from @unitrier.bsky.social):
tinyurl.com/3mytcvwn
#GameTheory #Mathematics
Today: How to solve a GNEP by solving a NEP? Here is the answer in our new paper "A One-Extra Player Reduction of GNEPs to NEPs" (jointly with David Salas from Chile and @hlefebvr.bsky.social from @unitrier.bsky.social):
tinyurl.com/3mytcvwn
#GameTheory #Mathematics
tinyurl.com/37mjskha
tinyurl.com/37mjskha
You don't need them. Here are all the details: "On Coupling Constraints in Pessimistic Linear Bilevel Optimization" (joint work with Dorothee Henke, @hlefebvr.bsky.social, and Johannes Thürauf).
optimization-online.org?p=29476
You don't need them. Here are all the details: "On Coupling Constraints in Pessimistic Linear Bilevel Optimization" (joint work with Dorothee Henke, @hlefebvr.bsky.social, and Johannes Thürauf).
optimization-online.org?p=29476
Maybe … here’s our first numerical study on this topic:
"Solving Decision-Dependent Robust Problems as Bilevel Optimization Problems"
Jointly with H. Lefebvre, S. Stevens, and J. Thürauf.
tinyurl.com/3nxmjt74
Maybe … here’s our first numerical study on this topic:
"Solving Decision-Dependent Robust Problems as Bilevel Optimization Problems"
Jointly with H. Lefebvre, S. Stevens, and J. Thürauf.
tinyurl.com/3nxmjt74