Rigorous Borel summability methods and applications to integrable models.


Ovidiu Costin

15:10:00 - 16:10:00

308 , Mathematics Research Center Building (ori. New Math. Bldg.)

I will present some key results in rigorous Borel summability and their applications, with a special emphasis on two problems: the Dubrovin conjecture for Painev'e P1 and a methods of calculating connection formulae in closed form in integrable models, without resorting to Riemann-Hilbert or similar reformulations, solely from the Painlev'e property.

For material related to this talk, click here.