In my talk, I would like to introduce the main ideas of tropical

geometry (from a geometric point of view) and then focus on some of the

main applicactions, in particular, in the context of real algebraic

geometry. In this context, tropical geometry can be understodd as a

generalization of Viro's patchworking technique to construct real

algebraic varieties with specific topological properties. Tropical

methods can be used here to extend the technique to singular varieties

and higher codimensions.

### Time & Location

Dec 15, 2020 | 04:00 PM