Many theoretical and applied problems may be viewed through the lens of enumerative geometry: the area of algebraic geometry concerned with counting geometric objects which satisfy prescribed conditions. Computational enumerative geometry uses computers to study such problems. In this talk, I will showcase instances where numerical algebraic geometry, symbolic algebra, and combinatorics came together to answer questions in various applications, such as optimization, theoretical physics, and mechanism design.

Join Zoom Meeting

https://westernuniversity.zoom.us/j/92028232306 Meeting ID: 920 2823 2306 Passcode: talks

3:30-4pm Meet and Greet

https://gather.town/app/QpSa5CyNCP4WrNKm/MathTea