Name: Regularity of Geodesics in Convex and Plurisubharmonic Settings
Start: 2025-05-15T10:30:00+02:00
End: 2025-05-15T11:30:00+02:00
Location: No location set

Description

In this talk, I will present optimal regularity results for geodesics connecting two smooth, strictly convex functions. I will also explore the regularity theory within the $C^{1,\alpha}$ framework. Finally, I will discuss the regularity of geodesics joining two toric, strictly plurisubharmonic functions. This is joint work with Slawomir Dinew.

Regularity of Geodesics in Convex and Plurisubharmonic Settings

par Soufian Abja (Texas A & M, Qatar)